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### P - University of Kansas Medical Center ```Introduction to Biostatistics for Clinical Researchers University of Kansas Department of Biostatistics & University of Kansas Medical Center Department of Internal Medicine Schedule 5th lecture, TBD Materials Biostatistics website at http://biostatistics.kumc.edu  A lin...
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Home > Standard Error > Calculating Standard Error Of P Hat # Calculating Standard Error Of P Hat ## Contents As a rule of thumb, a sample is considered "sufficiently large" if it includes at least 10 successes and 10 failures. The confidence level describes the uncertainty of a sampling method. That means p, the po...
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Jump directly to the content TOP DISASTER ZONE # What is the Richter Scale for earthquakes, how is magnitude measured and does it go up to 10? Here's how the force of quakes is calculated - and what it means if you are caught up in a disaster like the 6.9 magnitude Lombok quake THE destructive power of earthquakes i...
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Search 74,243 tutors Hi Sun, That's a great start and you have almost solved the problem.   You found the critical point at (0,1), but you need to find the discriminant in order to determine if this is the max or min of the function.  The discriminant is found as fxxfyy -fxy2 = 6*4 = 24.  Since... The rational zeros ...
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 Find the equation of the hyperbola whose directrix is 2x + y = 1, focus (1, 2) and eccentricity .  : Kaysons Education # Find The Equation Of The Hyperbola Whose Directrix Is 2x + y = 1, Focus (1, 2) And Eccentricity . #### Video lectures Access over 500+ hours of video lectures 24*7, covering complete syllabus fo...
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Plot the point given in polar coordinates calculator Here, we will be discussing about Plot the point given in polar coordinates calculator. Polar vs. Cartesian Coordinates Given the point P(r, θ), follow the steps to plot the point in polar coordinates. Step 1: Identify the angle and the radius given. Step 2: Ident...
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Introduction to CFD Assignment 8 — Numerical Error Question #1 For your design project case and the baseline mesh (mf=1), estimate the solution convergence error as a function of the maximum residual or as a function of tmax (whichever is better suited). The solution convergence error is to be estimated by monitoring ...
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# want to differentiate 1+c*exp(t)/1-exp(t) which is 2*c*exp(t)/(1-exp(t))^2 and then return it to it's original form by integration using int(), understand rewrite(tanh,"exp") 4 visualizzazioni (ultimi 30 giorni) Joseph Palumbo il 23 Feb 2024 Spostato: Paul il 27 Feb 2024 % from Stewart's Calc 6 ed p. 599 just exampl...
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2 # Best way to integrate ∫ (tan x)^2 (sec x)^3 dx ? Thu 10 May, 2012 09:24 am Hi. Any ideas on the best way to integrate ∫ (tan x)^2 (sec x)^3 dx ? (This is not homework.) Cheers, [The guy formerly known as "Oylok"] • Topic Stats • Top Replies Type: Question • Score: 2 • Views: 32,512 • Replies: 13 View best ans...
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You are on page 1of 1 # Chapter 2 Transparency Forces And Motion 17 Work Work done is the product of an applied force and the displacement of an object in the direction of the applied force. When work is done to an object, energy is transferred to the object. Work done is a form of energy. Unit for work is joule (...
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# Vectors and Projectiles - Mission VP6 Detailed Help A boat begins at point A and heads straight across a 60-meter wide river with a speed of 4 m/s (relative to the water). The river water flows north at a speed of 3 m/s (relative to the shore). The boat reaches the opposite shore at point C. Which of the following ...
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Mar 9, 2018 See Below #### Explanation: You have to use this lovely equation that uses the Rydberg constant, ${R}_{H} = 2.18 \times {10}^{-} 18 J$ The energy of an electron in the hydrogen atom at a certain energy leve, n, is given by: ${E}_{n} = - {R}_{H} \left(\frac{1}{n} ^ 2\right)$ The energy of an electron on...
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# Unit vector field and gradient ## Homework Statement http://img245.imageshack.us/img245/2353/87006064.th.jpg [Broken] I need to find the unit vector in the direction of $$\vec{F}$$ at the point (1, 2, -2). ## The Attempt at a Solution well first of all I need to find what F is right, which is gradf.. how can I g...
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Back Introducing standard units of length measurement at 2nd grade: centimeters and inches These and other interactive activities may be found on our website. Set up your first class with Happy Humbers and start a free trial (which is available only this week) to get access to the rest of the lessons and online exerc...
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# algebra posted by on . simplify: sqrt (3/8) a)3/4 b) sqrt(3) / 2 sqrt(2) c) 3/ sqrt (2) d)sqrt(6/4) • algebra - , √(3/8) = √3/√8 * √8/√8 = √24/8 = 2√6/8 = √6/4 which does not match any of your answers, unless you were careless with the use of brackets. • algebra - , im so clueless on how to write this square ...
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# How do you round numbers in Excel 2010? ## How do you round numbers in Excel 2010? If you enter 0 (zero) as the num_digits argument, Excel rounds the number to the nearest integer. =ROUND(3.1417,0) returns 3. If you make the num_digits argument a positive value, Excel rounds the number to the specified number of de...
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# Linear Approximation function 1. Oct 29, 2009 ### Iconate 1. The problem statement, all variables and given/known data Use the linear approximation to approximate a suitable function f(x,y) and thereby estimate the following f(x,y) = $$\sqrt{(4.01)^2 + (3.98)^2 + (2.02)^2}$$ 2. Relevant equations Not going to t...
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Thread: Finding the General Solution of a 2nd Order Linear Ordinary Differential Equation 1. Finding the General Solution of a 2nd Order Linear Ordinary Differential Equation Question: Find the general solution to the equation: $t^2y'' - 2y = t$. Attempt at solution: The main catch to this question that causes me pr...
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What is Fraction And Its Types Any number in from of p/q q=(not zero) which is called as fraction. if we are going in depth fraction has numerator and denominator so p is numerator and q is denominator. if we are looking to here that p=5 and q =6 so in fraction form we can write like 5/6. A fraction is known as in i...
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# Leetcode – 122. Best Time to Buy and Sell Stock II You are given an integer array `prices` where `prices[i]` is the price of a given stock on the `ith` day. On each day, you may decide to buy and/or sell the stock. You can only hold at most one share of the stock at any time. However, you can buy it then immediate...
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GeoGebra Classroom # Sliding Versus Rolling Versus Tumbling ## Instructions This simulation demonstrates the conditions under which a ball and box will slide or roll/tumble. Us the drop down menu to select a box or ball. Adjust the angle of the incline and the coefficient of static friction using the slider. In case...
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• # question_answer Find the value(s) of k for which the pair of linear equations given by $\text{2x}+\text{5y}=\text{2};$ $(k+2)x+(2k+1)y=2(k-1)$ will have infinitely many solutions. A) $6$ B) $-4$ C) $4$ D) $-6$ For infinitely many solutions, $\frac{{{a}_{1}}}{{{a}_{2}}}=\frac{{{b}_{1}}}{{{b}_{2}}}=\frac{{{c}_{1}}}...
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# Algorithm - Factorial of an Number in VB.NET Factorials are very simple, the factorial of any number is that number times the factorial of 1 smaller than that number. • 8373 Factorials are very simple things. They're just products, indicated by an exclamation mark. For instance, "four factorial" is written as "4!" ...
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# Trigonometry: Class 10 Optional Mathematics Solutions As you might know trigonometry is one of the lengthiest chapter of class 10 optional maths. Today I have brought the solution PDF for Trigonometry chapter of class 10 optional mathematics. Due to large number of excercises I have divided the PDF according to exer...
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# A right triangle in 1st quad has its base on x-axis & is formed by joining (0,0) to a point on the parabola y=4-x^2 and dropping a perpendicular on the x-axis. What is the maximum area of the... A right triangle in 1st quad has its base on x-axis & is formed by joining (0,0) to a point on the parabola y=4-x^2 and dr...
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1 / 28 # 4.3 to 4.5 Proving Δ s are  : SSS, SAS, HL, ASA, & AAS - PowerPoint PPT Presentation 4.3 to 4.5 Proving Δ s are  : SSS, SAS, HL, ASA, & AAS. Objectives. Use the SSS Postulate Use the SAS Postulate Use the HL Theorem Use ASA Postulate Use AAS Theorem. Postulate 19 ( SSS ) Side-Side-Side  Postulate. I am t...
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Get free ebooK with 50 must do coding Question for Product Based Companies solved Fill the details & get ebook over email Thank You! We have sent the Ebook on 50 Must Do Coding Questions for Product Based Companies Solved over your email. All the best! # Longest Path Last Updated on March 29, 2022 by Ria Pathak Medi...
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# Day 135: The One With Two Reference Angles One week to go before spring break. But who’s counting? Certainly not me. Certainly not the kiddos. More Right Triangle Trig this week as we barrel towards our unit exam and spring break. We’re back into a routine of doing problems in class, which feels a little less crazy...
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Scores • GMAT : Apoorva G 750 • GMAT : Raghu V 700 • GMAT : Mannik 730 • GMAT : Arun J : 720 • GMAT : Kadambari K - 700 • GMAT : Venkataraman Rajraman 760 • GMAT : Darshan 730 • GMAT : Pratap 740 ## Problem based on remainders 3 (Updated On Tuesday, July 08, 2014) A number N when divided by 5 leaves remainder 1 and  ...
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# Degree (mathematics) In mathematics, there are several meanings of degree depending on the subject. Contents ## Degree of a polynomial The degree of a term of a polynomial in one variable is the exponent on the variable in that term; the degree of a polynomial is the highest such degree. For example, in 2x3 + 4x...
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# trigonometry posted by . assuming that Earth's radius is 6400 km, find the linear velocity of Quito, Equador, a city on the equator. (Use pi=3.1416 and 1.6 km=1 mile). • trigonometry - I guess we are to do miles per hour ? v = omega * r omega = 2 pi /24 hr r = 6.4*10^3 km (1 mile/1.6 km) = 4,000 miles so v = 400...
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# Square Feet to Gonda Conversion ## 1 Square Feet is equal to how many Gonda? ### 0.00115741 Gonda ##### Reference This Converter: Square Feet and Gonda both are the Area measurement unit. Compare values between unit Square Feet with other Area measurement units. You can also calculate other Area conversion units ...
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# Mixed circle theorem problems In this lesson, we will practise answering different circle theorem problems that will require us to recall knowledge from each of the circle theorems. #### Unit quizzes are being retired in August 2023 Why we're removing unit quizzes from the website > Quiz: # Intro quiz - Recap fro...
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What are the three equations of motion? There are three equations of motion that can be used to derive components such as displacement(s), velocity (initial and final), time(t) and acceleration(a).Definition of Equations of MotionFirst Equation of Motion : v=u+at.Second Equation of Motion : s=ut+frac{1}{2}at^2.Third E...
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# Convert Ounces to Micrograms (oz to µg Conversion) 1 ounce is equal to 28349492.54 micrograms. 1 oz = 28349492.54 µg ## How to convert ounces to micrograms? To convert ounces to micrograms, multiply the value in ounces by 28349492.54. You can use the conversion formula : micrograms = ounces × 28349492.54 To cal...
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# SOLUTION: What is the anser of {{{y=mx+b}}} if the coordinates are (2,6) and the slope is -1? Algebra ->  Algebra  -> Coordinate Systems and Linear Equations  -> Lessons -> SOLUTION: What is the anser of {{{y=mx+b}}} if the coordinates are (2,6) and the slope is -1?      Log On Ad: You enter your algebra equation ...
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# Three different bijections or pairing functions between N and N^2 (including Cantor polynomials) Version 1.2.0.0 (3.44 KB) by Pairing functions: encoding of two natural numbers into a single natural number (and vice-versa) 417 Downloads Updated 14 Nov 2013 View License Bijection_Pairing_N_N2(index_In,flag_Pair) pr...
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PDA View Full Version : what is a "normal" for? fabianspring 08-09-2002, 09:44 AM Hello! So.. I am trying to learn about lightning now, and really stuck at something familiar sounding like a "normal". Could someone please tell me what this is for and/or how to use it? I have got a formula for this too: AxB=(Ay*Bz-Az...
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# integration by part • Jan 10th 2009, 11:33 AM stevedave integration by part I'm having some trouble with this $\displaystyle \int{\ln{(2x+1)}dx}$ I set $\displaystyle u = ln(2x+1)$ and $\displaystyle dv = dx$ so that $\displaystyle du=\frac{2}{2x+1}$ and $\displaystyle v = x$. so after integrating by part once I ...
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# Homework Help: Prove for all n 1. May 17, 2006 ### kezman Prove for all n that: $$19.14^n + 1$$ is not prime. I know I cant do it by induction. 2. May 17, 2006 ### vsage Maybe this isn't the direction that they wanted to go, but I find it sufficient to prove that the decimal 0.14^n will never end in 0 (witho...
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# Tracking 1 point using 3 reference points in 3 dimensions 26 views (last 30 days) E_Llama on 12 Aug 2015 Commented: E_Llama on 17 Aug 2015 I have four points (A,B,C and X) in 3D space that are all a part of a fixed frame. Points A,B and C are tracked throughout space. Point X, however, is only tracked in the first f...
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Light It Up • ## Light It Up Periods: 2 Author: Joanne Nelson ### Materials • Light It Up Activity Sheet • Laser Pointer (or Flashlight) • Tape Measures • Tape • Wooden Block (at least 10 cm thick, or a thick book) • Graphing Calculator • Small, Flat Mirror • Carousel Cards • Markers • Blank Paper • Timer • Scissor...
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Aug-Nov 2020 ## Recap • Vector space $V$ over a scalar field $F$ • $F$: real field $\mathbb{R}$ or complex field $\mathbb{C}$ in this course • $m\times n$ matrix A represents a linear map $T:F^n\to F^m$ • dim null $T$ + dim range $T$ = dim $V$ • Solution to $Ax=b$ (if it exists): $u+$ null$(A)$ • Four fundamental sub...
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# Maze Solving With Python 3 ## Welcome back (again)! For those of you who are just joining us, this is the third part of the “be-a-maze-d” series. You can find the first part here and the second part here. If you are ready to dive in, let’s get started! ## A different approach for the solving code In the parts 1 a...
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Computer System Architecture Information Architecture 1. which are the various Number System in use? Various Number Systems in use are : Decimal Numbers (having a base of 10) Octal Number (having a base of 8) Hexadecimal Number System (having a base of 16) Binary Number System (having a base of 2) 2. How are fracti...
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Definitions Nearby Words In mathematics, Padovan polynomials are a generalization of Padovan sequence numbers. These polynomials are defined by: $P_n\left(x\right)=left\left\{begin\left\{matrix\right\}$ The first few Padovan polynomials are: $P_1\left(x\right)=x ,$ $P_2\left(x\right)=1 ,$ $P_3\left(x\right)=x^2 ,$ ...
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# 1023374 (number) 1,023,374 (one million twenty-three thousand three hundred seventy-four) is an even seven-digits composite number following 1023373 and preceding 1023375. In scientific notation, it is written as 1.023374 × 106. The sum of its digits is 20. It has a total of 4 prime factors and 16 positive divisors....
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# Examine whether $\sum_{n=1}^\infty{\sin^2\left(\frac{1}{n}\right)}$ converges or not [duplicate] I have the series $\sum_{n=1}^\infty{\sin^2\left(\frac{1}{n}\right)}$ and I'm trying to examine whether it converges or not. My Attempts: 1. I first tried finding whether it diverges by checking if $\lim_{n\to\infty}{\...
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# Throwback Thursday: Really Teaching Statistics Going through our archives, we came across this great post from September 2, 2014 on, “Really Teaching Statistics” that we wanted to share with you in case you missed it the first time around. The new common core standards have statistics first taught in the sixth grad...
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# Question on logical equation on my C programming. Status Not open for further replies. #### maniac84 ##### Full Member level 6 Hi guys, I have a situation on my C programming here and just wondering whether my solution is the correct way: I have a LED display with particle count sensor and will show 6 digit of se...
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# Statistics binomial distribution - How to calculate the probability of receiving number of calls? #1 A call center receives 180 calls at random in 12 hours a day. The probability of receiving a call is 1/3. What is the probability of receiving a call between call 50 to call 70? Please tell me how to solve this in ...
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# The old and modern definitions of total variation are actually equivalent? According to wikipedia, the total variation of the real-valued function $f$, defined on an interval $[a,b]\subset \mathbb{R}$, is the quantity $$V_b^a=\sup_{P\in\mathcal{P}}\sum_{i=0}^{n_P-1}\left | f(x_{i+1})-f({x_i)}\right |$$ where $\mathc...
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# Sample 3 In sample 3 we will find 10 sample questions for math employment test. (a) √6 + √2 (b) √6 - √2 (c) √6 – 2 (d) 2 - √6 (e) None 2. $$(\frac{\sqrt{5} + \sqrt{3}}{\sqrt{5} - \sqrt{3}})^{2}$$ is equal to: (a) 62 (b) 66 (c) 64 (d) 68 (e) 65 3. The greatest (√19 – √17), (√13 – √11), (√7 – √5) and (√5 –...
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# The total number of solutions ofx2-4-[x]=0 is(where [.] denotes the greatest integer function). Vanya Saxena 18 Points 14 years ago x2-4-[x]=0 =>x2-4=[x] Now we plot the graph for y=x2-4 which is an opening upwards parabola with vertex (0,-4) Next we plot the graph for y=[x] which is the graph of greayest intege...
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This site uses cookies to improve your browsing experience. By continuing to browse the website, you accept such cookies. For more details and to change your settings, see our Cookie Policy and Privacy Policy. # PreFlop odds calculation • Bronze Joined: 14.09.2007 Howdy community, i don't know what i'm doing wrong, i...
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11 PICT Code Sprint 2: Small Discussion about problems Originally posted on my blog. It was a good contest. 5 not so difficult, but at the same time not so easy to get full score kind of problems were there. After successfully completing the contest, lets have a quick small discussion on all 5 problems. Xenny and Qu...
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# Homework Help: Potential Difference between Two Points affected by a Dipole 1. Feb 7, 2016 ### Oribe Yasuna 1. The problem statement, all variables and given/known data A dipole is centered at the origin, with its axis along the y axis, so that at locations on the y axis, the electric field due to the dipole is gi...
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## How to find the Greatest Common Factor of 12 and 24? There are many methods we can apply to calculate the GCF of 12 and 24. In our first method, we'll find out the prime factorisation of the 12 and 24 numbers. In our second method, we'll create a list of all the factors of the 12 and 24 numbers. These are the nu...
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## Reflection and Mirrors Review #### Navigate to: Review Session Home - Topic Listing Reflection and Mirrors - Home || Printable Version || Questions with Links Answers to Questions:  All || #1-#19 || #20-#26 || #27-#32 || #33-#42 [ #1 | #2 | #3 | #4 | #5 | #6 | #7 | #8 | #9 | #10 | #11 | #12 | #13 | #14 | #15 |...
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# FAQ: Recursion: Python - Recursive Data Structures This community-built FAQ covers the “Recursive Data Structures” exercise from the lesson “Recursion: Python”. Paths and Courses This exercise can be found in the following Codecademy content: ## Join the Discussion. Help a fellow learner on their journey. Agree w...
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# AP Calculus AB 2003 Scoring Guidelines Form B Size: px Start display at page: Transcription 2 SCORING GUIDELINES (Form B) Question 1 Let f be the function given by fx ( ) = 4 x x, and let be the line y = 18 x, where is tangent to the graph of f. Let R be the region bounded by the graph of f and the x-axis, and let...
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# find the point of contact using tangent's slope,and centre of thecircle A circle passes through the points(-1,1),(0,6)and(5,5).Find the points on this circle the tangents at which are parallel to the straight line joining the origin to its centre. I solved the three equation using the three points to get the centre ...
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# Speed word problem by Mikayla (Oklahoma, United States) A truck left a depot at noon traveling an average speed of 40 kilometers per hour. How far from the depot and what time will it overtake another truck, which left the same depot 2 hours earlier and was traveling 30 kilometers per hour. Let t be the time it ta...
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# Chapter 7 Random Variables and Probability Distributions Random • Slides: 83 Chapter 7 Random Variables and Probability Distributions Random Variable A grocery store manager might be • A numerical variable whose value interested in the number of broken depends on the outcome of a chance eggs in each carton (dozen ...
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240/20x6-13+41=240/120-13+41=2-13+41=30 by Level 2 User (1.4k points) there are no brackets or exponents in this equation, so following bedmas- would the answer not be 100?  That is what i got. 240/20=12 12x6=72 72-13=59 59+41=100 by Isn't it 18?  You didn't exactly follow BEDMAS in order. 240/20=12 12x6=72 13+4...
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# Rearrange these equations using the formula y=mx+c A) y=2x-5 B)3y=2x+4 C) 2y=4x-5 D)3y=x+4 E)5-3y+x=0 F)6y-4x-3=0 2 by Laesimpson A is already in y=mx+c form I know but I need the others in the same form and have no idea how to do so ️xx 2015-01-24T10:40:51-05:00 ### This Is a Certified Answer Certified answers c...
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# Sum of the Exterior Angles of an n-sided Polygon Here we will discuss the theorem of the sum of all exterior angles of an n-sided polygon and sum related example problems. If the sides of a convex polygon are produced in the same order, the sum of all the exterior angles so formed is equal to four right angles. Gi...
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# Science istance of a planet from sun is four times the distance of the planet frpm earth.How many years will the planet take to complete one revolution of sun? 1. recall Kepler's 3rd law: P^2/a^3 is constant Now we have to interpret your statement. As it is, it is rather ambiguous. Read it carefully. Assuming th...
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# How can I find this: lim(ln(1/x)-e^x) with x->+infinit? ### Answer this question • How can I find this: lim(ln(1/x)-e^x) with x->+infinit? Rewrite ln(1/x) as -ln(x) and factor out the negative: lim x -> +∞ : -[ln(x) + e^(x)] As x gets larger, ln(x) and e^(x) just keep on increasing so the ... Positive: 36 % ... $\...
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# [SOLVED] Integration by parts and trig identity help Printable View • Sep 2nd 2008, 12:08 PM redman223 [SOLVED] Integration by parts and trig identity help $\displaystyle \int xcos^2(2x)~dx$ I can tell that this needs some sort of trig identity in order to solve, but I may be wrong. How would I set this problem u...
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Geometry posted by . How do you find the distance from the center of an equilateral triangle, with the side length of L, to a point? • Geometry - The centre of an equilateral triangle is the centroid of the triangle. That centroid is 2/3 of the length of the median away from a vertex. So we need the length of a med...
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# Search by Topic #### Resources tagged with Working systematically similar to Triangles in the Middle: Filter by: Content type: Stage: Challenge level: ### There are 130 results Broad Topics > Using, Applying and Reasoning about Mathematics > Working systematically ### Introducing NRICH TWILGO ##### Stage: 1, 2,...
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We are going to discuss the even and odd numbers here. Even numbers: There are 12 points in this picture. Let’s make pairs where we observe that all the points are paired and there is no point left. So we say 12 is an even number. In this picture there are 8 dots and they are all paired so 8 is an even number. In ...
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# Cg Programming/Unity/Soft Shadows of Spheres ## Contents Shadows are not only important to understand the geometry of a scene (e.g. the distances between objects); they can also be quite beautiful. This tutorial covers soft shadows of spheres. Umbra (black) and penumbra (gray) are the main parts of soft shadows. ...
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Question # You deposit \$4000 each year into an account earning 3% interest compounded annually. How much will... You deposit \$4000 each year into an account earning 3% interest compounded annually. How much will you have in the account in 25 years? Annuity is the equal payent at regular interval.So this is the ca...
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# What is a complex root? Nov 1, 2015 {z in \mathbb{C} ; f(z) = 0} #### Explanation: $f \left(x\right) = {x}^{3} - 1$ The roots of $f$ under a domain $A$ are {x in A ; f(x) = 0}. What are the real roots of $f$? {x in \mathbb{R} ; x^3 = 1} = {1}. But there are two other complex roots: $\setminus \frac{{x}^{3} - ...
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# Raymond bought a used truck for \$18,800. If the sales tax in his state is 7 percent, what was the final price for his car? \$1,316 \$19,928 \$20,116 \$20,492 1 by TonyMusto ## Answers The Brainliest Answer! 2015-02-05T09:02:24-05:00 The sales tax = 7/100 * 18,800 = 1,316 \$ The final price = 1,316 + 18,800 = 20,1...
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Home » How Many Hours In 40 Minutes? New # How Many Hours In 40 Minutes? New Let’s discuss the question: how many hours in 40 minutes. We summarize all relevant answers in section Q&A of website Musicalisme.com in category: MMO. See more related questions in the comments below. ## How much is 40 min in hour? Answer...
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1. ## trigonometry word problem When an airplane leaves the runway, its angle of climb is 20° and its speed is 335 feet per second. How long will it take the plane to climb to an altitude of 10,000 feet? 16,000 feet? Here is how I am thinking about it: 335 * 60 = 20100 then 10,000 / 335 = 29.85 seconds. I am not s...
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# NCERT Solutions for Class 4 Math Chapter 3 A Trip to Bhopal NCERT Solutions for Class 4 Maths Chapter 3 A Trip To Bhopal provided here is extremely helpful in revising complete syllabus and getting a strong base on it. NCERT 4th Class Maths A Trip To Bhopal all questions are solved with detailed explanation availabl...
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# Dispersion relations for linear systems of PDEs Fourier analysis is an essential tool for understanding the behavior of solutions to linear equations. Often, this analysis is introduced to students in the context of scalar equations with real coefficients. If nothing more is said, students may mistakenly apply assum...
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Multiples What Are the Multiples of 11? | All Multiples of 11 up to 1000 Written by Prerit Jain Updated on: 12 Aug 2023 What Are the Multiples of 11? | All Multiples of 11 up to 1000 Multiples of 11: The multiples of 11 can be termed as the list of numbers that are completely divisible by the number 11. The first...
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Purchase Solution # Logs, Inequalities and Long Division Not what you're looking for? Polynomial with real coefficient ##### Solution Summary The logs, inequalities and long divisions are examined. ##### Solution Preview Solution. Since this is a polynomial with real coefficient, the complex root will occur in p...
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Intuitionistic Logic Explorer < Previous   Next > Nearby theorems Mirrors  >  Home  >  ILE Home  >  Th. List  >  nnrecl GIF version Theorem nnrecl 9071 Description: There exists a positive integer whose reciprocal is less than a given positive real. Exercise 3 of [Apostol] p. 28. (Contributed by NM, 8-Nov-2004.) Asse...
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# Menger sponge An illustration of M4, the sponge after four iterations of the construction process. In mathematics, the Menger sponge is a fractal curve. It is a three-dimensional generalization of the Cantor set and Sierpinski carpet. It was first described by Karl Menger in 1926, in his studies of the concept of t...
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## University Calculus: Early Transcendentals (3rd Edition) $$\int^{1}_{0}\frac{4ds}{\sqrt{4-s^2}}=\frac{2\pi}{3}$$ $$A=\int^{1}_{0}\frac{4ds}{\sqrt{4-s^2}}=4\int^{1}_{0}\frac{ds}{\sqrt{2^2-s^2}}$$ Since we have $$\int\frac{dx}{\sqrt{a^2-x^2}}=\sin^{-1}\Big(\frac{x}{a}\Big)+C$$ Therefore, $$A=4\sin^{-1}\Big(\frac{s}{2...
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# How to Measure the Height of A Building/Tower or Skyscraper | How to Find the Height of Object/Building by using Theodolite In this Article today we will talk about the how to measure the height of a building | how to measure elevation of Building | angle of depression calculator | how to measure a building | height...
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# Why does the sum of deviations equal zero? Table of Contents ## Why does the sum of deviations equal zero? Because” theoretical fact is that each observation of variable will be equal to the value of average of that variable “while it is not seen apparently, so when deviations from mean is taken from all observati...
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# Sexagesimal Sexagesimal (base 60) is a numeral system with sixty as its base. It originated with the ancient Sumerians in the 3rd millennium BC, was passed down to the ancient Babylonians, and is still used—in a modified form—for measuring time, angles, and geographic coordinates. The number 60, a superior highly c...
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# Gauss law ## Homework Statement In case of having a conductor (spherically shaped and uncharged) and an irregularly shaped hole inside it with a charge at an arbitrary point, I am asked to find the electric field right outside the conductor sphere. ## Homework Equations Gauss's law ∫EdA= Q(enclosed) / (a constant...
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Find the average of a word Inspired by this chat message Your task will be to take a word and find the average position of its letters on the keyboard as a letter. Keyboard Layout Since layouts vary from keyboard to keyboard, we will be using a standard based of of my own keyboard in this question. The keyboard ha...
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# Project Euler Problem 5 Solution: Clojure ### Problem description, from Project Euler What is the smallest number that is evenly divisible by all of the numbers from 1 to N? ### Solution #### The math Basically, we are finding the least common multiple (LCM) of the numbers (grade school math?). This can be done ...
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# Problem of the Week Problem D and Solution Making the Cut ## Problem Four line segments are drawn on a rectangular piece of paper, parallel to the top edge of the paper, as follows: • Line segment $$A$$ is $$4$$ cm long and its left end touches the left edge of the paper. • Line segment $$B$$ is $$3$$ cm long and...
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# differential eq solution • Mar 4th 2008, 08:26 AM dankelly07 differential eq solution Just wondering if anyone could have a look through nd see if I've done this right? When it comes to the general solution & conditon I'm not sure if I've done this right. $ \begin{gathered} y' - 2xy = x \hfill \\ y' = 2xy + x \hfil...
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# Tricky integral involving Bessel function of 2nd kind and gaussian How does one show the following integral (which was obtained in Maple) $$\int_0^{\infty } x \exp \left(-a x^2\right) Y_0(b x) \, dx=\frac{1}{2\pi a}\exp\left(-\frac{b^2}{4 a}\right) \text{Ei}\left(\frac{b^2}{4 a}\right)$$, where $$Y_0$$ is the Bess...
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# Physics - high School posted by on . 2 Long vertical walls are separated by length l. A ramp is placed between the walls as shown below. A block is placed on the ramp and one end and slides without friction towards the other end. Find the ramp angle (theta) which results in the fastest trip from one end of the ramp...
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# Break-Even Price: Definition, Examples, and How To Calculate It What this tells us is that Hicks must sell 225 Blue Jay Model birdbaths in order to cover their fixed expenses. In other words, they will not begin to show a profit until they sell the 226th unit. For a service business, the units could be the company’s...
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## Complex numbers for IIT-JEE MAINS /ADVANCED Complex numbers basic concepts-Defining A number in the form of a + ib, where a, b are real numbers and is called a complex Number. A Complex Number can also be defined as an ordered pair of real numbers a and b any may be written as (a, b), where the first number denote...
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# test13 - COE 2001 — Test 1 — Spring 2007 Name m PLEASE... This preview shows pages 1–5. Sign up to view the full content. This preview has intentionally blurred sections. Sign up to view the full version. View Full Document This preview has intentionally blurred sections. Sign up to view the full version. View F...
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# What are real functions f() if f'(x)=2x+1 and f(0)=0? aruv | Student Given problem is `f'(x)=2x+1`  and `f(0)=0` Let us assume that `f'(x)` is well behaved i.e. it is integrable Integrate `intf'(x)dx=f(x)` so `f(x)=int(2x+1)dx +c` `f(x)=2x^2/2+x+c` `f(x)=x^2+x+c`  ,where c is integrating constant By given ...
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