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Question:
The average weight of 8 persons increases by 2.5 kg when a new person comes in place of one of them weighing a certain weight. The weight of the new person is 85 kg. What is the weight of the person who was replaced?
Answer:
Let's denote the weight of the person who was replaced as W.
When the new person co... |
Question:
The average weight of 8 persons increases by 2.5 kg when a new person comes in place of one of them weighing 65 kg. What is the weight of the new person?
Answer:
Let's denote the weight of the new person as W_new.
The total weight increase for the group of 8 persons is 8 persons * 2.5 kg/person = 20 kg.
Th... |
Question:
In a group of buffaloes and ducks, the number of legs are 24 more than a certain multiple of the number of heads. There are 12 buffaloes in the group. What is the multiple of the number of heads that gives the number of legs?
Answer:
Let's denote the number of buffaloes as B and the number of ducks as D.
We... |
Question:
The average weight of a group of people increases by 2.5 kg when a new person comes in place of one of them weighing 65 kg. The weight of the new person is 85 kg. How many people are in the group?
Answer:
Let's denote the number of people in the group as \( n \).
The total weight of the group before the new... |
Question:
the average weight of 8 person ' s increases by 2.5 kg when a new person comes in place of one of them weighing 65 kg . what is the weight of the new person ?
Answer:
Let's denote the weight of the new person as W.
The total weight increase for the group of 8 persons is 8 * 2.5 kg, because the average weigh... |
Question:
for every integer n ≥ 3 , the function g ( n ) is defined as the product of all the odd integers from 1 to n , inclusive . what is the value of g ( 106 ) – g ( 103 ) ?
Answer:
To find the value of g(106) - g(103), we need to first determine the values of g(106) and g(103).
g(106) is the product of all the o... |
Question:
For every integer n ≥ 3, the function g(n) is defined as the product of all the odd integers from 1 to n, inclusive. The difference between g(106) and g(some number) is 105. What is that some number?
Answer:
Let's first understand the function g(n). It is the product of all odd integers from 1 to n, inclusiv... |
Question:
For every integer n ≥ 3, the function g(n) is defined as the product of all the odd integers from 1 to n, inclusive. What is the value of g(106) - g(103)?
Answer:
To find the value of g(106) - g(103), we first need to understand what g(n) represents. The function g(n) is the product of all the odd integers f... |
Question:
If x is 11 percent greater than 90, what is the value of x?
Answer:
To find the value of x, which is 11 percent greater than 90, you can calculate it as follows:
First, find 11 percent of 90:
11% of 90 = (11/100) * 90
Now, calculate the value:
(11/100) * 90 = 0.11 * 90 = 9.9
Now, add this value to the ori... |
Question:
if x is 11 percent greater than 90 , then x =
Answer:
To find x, which is 11 percent greater than 90, you can calculate it as follows:
First, find 11 percent of 90:
11% of 90 = (11/100) * 90 = 0.11 * 90 = 9.9
Then, add this value to 90 to get x:
x = 90 + 9.9 = 99.9
So, x = 99.9 |
Question:
If x is 11 percent greater than a certain number, then x = 99.9. What is the number that x is 11 percent greater than?
Answer:
Let's call the certain number y. If x is 11 percent greater than y, then we can write the following equation:
x = y + 0.11 * y
Given that x = 99.9, we can substitute x in the equat... |
Question:
If x is some percent greater than 90, then x = 99.9. What is the percentage by which x is greater than 90?
Answer:
To find the percentage by which x is greater than 90, we can use the following formula:
Percentage Increase = [(New Value - Original Value) / Original Value] * 100
In this case, the new value ... |
Question:
For every integer n ≥ 3, the function g(n) is defined as the product of all the odd integers from 1 to n, inclusive. The difference between g(some number) and g(103) is 105. What is that some number?
Answer:
Let's denote the some number as x. We are given that g(x) - g(103) = 105.
The function g(n) is the p... |
Question:
The total marks obtained by a student in mathematics and physics is 60, and his score in chemistry is 20 marks more than that in physics. Find the average marks scored in mathematics and chemistry together?
Answer:
Let's denote the marks obtained by the student in mathematics as M, in physics as P, and in ch... |
Question:
the total marks obtained by a student in mathematics and physics is 60 and his score in chemistry is 20 marks more than that in physics . find the average marks scored in mathamatics and chemistry together ?
Answer:
Let's denote the marks obtained by the student in mathematics as M, in physics as P, and in c... |
Question:
A student scored a total of some marks in mathematics and physics. His score in chemistry is 20 marks more than that in physics. The average marks scored in mathematics and chemistry together is 40. What is the total marks obtained by the student in mathematics and physics?
Answer:
Let's denote the marks sco... |
Question:
Average families of 4 pay $3000 for their health insurance deductibles annually. There will be a 2/3 increase in the deductibles for next year. How much more will the average family pay in deductibles next year?
Answer:
To calculate the increase in the deductibles, we need to find 2/3 of the current deductib... |
Question:
A student scored a total of 60 marks in mathematics and physics. His score in chemistry is some marks more than that in physics. The average marks scored in mathematics and chemistry together is 40. How many more marks did the student score in chemistry than in physics?
Answer:
Let's denote the student's sco... |
Question:
Average families of 4 pay $3000 for their health insurance deductibles annually. There will be an increase in the deductibles for next year, resulting in the average family paying $2000 more in deductibles next year. What is the ratio of the increase in deductibles to the current annual deductible amount?
An... |
Question:
average families of 4 pay $ 3000 for their health insurance deductibles annually . there will be a 2 / 3 increase in the deductibles for next year . how much more will the average family pay in deductibles next year ?
Answer:
If there is a 2/3 increase in the deductibles, we first need to calculate what 2/3 ... |
Question:
Average families of 4 pay a certain amount for their health insurance deductibles annually. There will be a 2/3 increase in the deductibles for next year. The average family will pay $2000 more in deductibles next year. How much do they currently pay for their health insurance deductibles annually?
Answer:
L... |
Question:
if the product of the integers from 1 to n is divisible by 1029 , what is the least possible value of n ?
Answer:
To find the least possible value of n such that the product of the integers from 1 to n is divisible by 1029, we need to factorize 1029 to find its prime factors.
1029 = 3 × 343
343 = 7 × 49
49 ... |
Question:
If the product of the integers from 1 to n is divisible by 1029, what is the least possible value of n?
Answer:
To find the least possible value of n such that the product of the integers from 1 to n is divisible by 1029, we need to factorize 1029 to find its prime factors.
1029 can be factored as follows:
... |
Question:
At the end of the month, a certain ocean desalination plant's reservoir contained 6 million gallons of water. This amount is twice the normal level. If this amount represents 60% of the reservoir's total capacity, how many million gallons short of total capacity is the normal level?
Answer:
Let's denote the ... |
Question:
at the end of the month , a certain ocean desalination plant ’ s reservoir contained 6 million gallons of water . this amount is twice the normal level . if this amount represents 60 % of the reservoir ’ s total capacity , how many million gallons short of total capacity is the normal level ?
Answer:
Let's d... |
Question:
At the end of the month, a certain ocean desalination plant's reservoir contained 6 million gallons of water. This amount is some multiple of the normal level. If this amount represents 60% of the reservoir's total capacity, the normal level is 5 million gallons short of total capacity. What is the ratio of t... |
Question:
At the end of the month, a certain ocean desalination plant's reservoir contained 6 million gallons of water. This amount is twice the normal level. If the normal level is 5 million gallons short of total capacity, what percentage of the reservoir's total capacity does the 6 million gallons represent?
Answer... |
Question:
A sum of money lent out at simple interest amounts to a certain amount after 2 years and to $850 after a further period of 5 years. The initial sum of money invested was $500. What was the total amount after 2 years?
Answer:
Let's denote the initial sum of money as P, the rate of interest per year as r, and ... |
Question:
At the end of the month, a certain ocean desalination plant's reservoir contained some million gallons of water. This amount is twice the normal level. If this amount represents 60% of the reservoir's total capacity, the normal level is 5 million gallons short of total capacity. How many million gallons of wa... |
Question:
A sum of money lent out at simple interest amounts to a total of $600 after 2 years and to $850 after a certain period of time. The initial sum of money invested was $500. How many more years did it take for the investment to reach $850?
Answer:
Let's denote the initial sum of money as P, the rate of interes... |
Question:
A sum of money lent out at simple interest amounts to a total of $600 after 2 years and to a certain amount after a further period of 5 years. The initial sum of money invested was $500. What was the total amount after the further period of 5 years?
Answer:
Let's denote the initial sum of money invested as P... |
Question:
a certain board game is played by rolling a pair of fair 6 - sided dice and then moving one ' s piece forward the number of spaces indicated by the sum showing on the dice . a player is frozen if her opponent ' s piece comes to rest in the space already occupied by her piece . if player a is about to roll and... |
Question:
a sum of money lent out at s . i . amounts to a total of $ 600 after 2 years and to $ 850 after a further period of 5 years . what was the initial sum of money that was invested ?
Answer:
Let's denote the initial sum of money as P (the principal), the rate of interest as r (in percentage per annum), and the ... |
Question:
A sum of money lent out at simple interest amounts to a total of $600 after 2 years and to $850 after a further period of 5 years. What was the initial sum of money that was invested?
Answer:
Let's denote the initial sum of money as P (the principal), the rate of interest as r (in percentage per year), and t... |
Question:
A certain board game is played by rolling a pair of fair 6-sided dice and then moving one's piece forward the number of spaces indicated by the sum showing on the dice. A player is frozen if her opponent's piece comes to rest in the space already occupied by her piece. If player A is about to roll and is curr... |
Question:
A sum of money lent out at simple interest amounts to a total of $600 after a certain number of years and to $850 after a further period of 5 years. The initial sum of money invested was $500. How many years did it take for the investment to reach $600?
Answer:
Let's denote the initial sum of money as P, the... |
Question:
We bought 85 hats at the store. Blue hats cost $6 and green hats cost $7. We bought 38 green hats. What was the total price of the hats?
Answer:
First, let's calculate the number of blue hats bought. Since you bought 85 hats in total and 38 of them were green, the number of blue hats would be:
Total hats - ... |
Question:
We bought some hats at the store. Blue hats cost $6 and green hats cost $7. The total price was $548, and we bought 38 green hats. How many hats did we buy in total?
Answer:
Let's denote the number of blue hats as B and the number of green hats as G. We know that G = 38 (since we bought 38 green hats) and th... |
Question:
we bought 85 hats at the store . blue hats cost $ 6 and green hats cost $ 7 . the total price was $ 548 . how many green hats did we buy ?
Answer:
Let's denote the number of blue hats as B and the number of green hats as G.
We have two equations based on the information given:
1. The total number of hats i... |
Question:
We bought 85 hats at the store. Blue hats cost $6 and green hats cost $7. The total price was $548. How many green hats did we buy?
Answer:
Let's denote the number of blue hats as B and the number of green hats as G.
We have two equations based on the information given:
1. The total number of hats is 85:
B... |
Question:
We bought 85 hats at the store. Blue hats cost $6 and green hats cost a certain amount. The total price was $548, and we bought 38 green hats. How much did each green hat cost?
Answer:
Let's denote the cost of each green hat as \( G \).
We know that there were 85 hats in total and 38 of them were green. Thi... |
Question:
A certain board game is played by rolling a pair of fair dice with a certain number of sides and then moving one's piece forward the number of spaces indicated by the sum showing on the dice. A player is frozen if her opponent's piece comes to rest in the space already occupied by her piece. If player A is ab... |
Question:
We bought 85 hats at the store. Blue hats cost a certain amount and green hats cost $7. The total price was $548, and we bought 38 green hats. How much did each blue hat cost?
Answer:
Let's denote the cost of each blue hat as \( B \).
We know that the total number of hats is 85, and out of these, 38 are gre... |
Question:
Somu's age is a certain fraction of his father's age. 10 years back he was one-fifth of his father's age. His present age is 20 years. What is the ratio of Somu's present age to his father's present age?
Answer:
Let's denote Somu's present age as S and his father's present age as F.
According to the informa... |
Question:
A group of students decided to collect as many paise from each member of the group as is the number of members. They collected a certain amount in total. The number of members in the group is 96. How much did they collect in total?
Answer:
If there are 96 members in the group, and each member contributes as ... |
Question:
The age of Somu is one-third his father's. 10 years back he was one-fifth of his father's age. What is Somu's present age?
Answer:
Let's denote Somu's current age as S and his father's current age as F.
According to the first statement, Somu's age is one-third of his father's age. So we can write the first ... |
Question:
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . 92.16 , the number of the member is the group is :
Answer:
Let's denote the number of members in the group as "n". According to the problem, each member contrib... |
Question:
A group of students decided to collect as many paise from each member of the group as is the number of members. The total collection amounts to Rs. 92.16. How many members are there in the group?
Answer:
Let's denote the number of members in the group as "n". Since each member contributes as many paise as th... |
Question:
What is the result when 82519 is multiplied by 9999?
Answer:
The result of multiplying 82519 by 9999 is 825117481. |
Question:
The age of Somu is one-third his father's. Some years back he was one-fifth of his father's age. His present age is 20 years. How many years back was Somu one-fifth of his father's age?
Answer:
Let's denote Somu's current age as S and his father's current age as F. We are given that Somu's current age is 20 ... |
Question:
the age of somu is one - third his father ' s . 10 years back he was one - fifth of his father ' s age . what is his persent age ?
Answer:
Let's denote Somu's current age as S and his father's current age as F.
According to the first statement, Somu's age is one-third of his father's age. So we can write th... |
Question:
The age of Somu is one-third his father's. 10 years back he was a certain fraction of his father's age. His present age is 20 years. What was the ratio of Somu's age to his father's age 10 years back?
Answer:
Let's denote Somu's current age as S and his father's current age as F.
According to the informatio... |
Question:
Find the value of a number when multiplied by 9999, the result is 824777405. What is the number?
Answer:
To find the number that when multiplied by 9999 gives 824777405, we need to divide 824777405 by 9999.
So, the number = 824777405 / 9999
Let's do the division:
824777405 ÷ 9999 = 82482.5
Therefore, the... |
Question:
Find the value of a number when multiplied by 82519, the result is 824777405. What is the number?
Answer:
To find the value of the number, we need to divide the result by 82519.
So, the number = 824777405 / 82519
Let's do the division:
824777405 ÷ 82519 = 9995
Therefore, the number is 9995. |
Question:
find the value of m 82519 x 9999 = m ?
Answer:
To find the value of m, we need to multiply 82519 by 9999.
82519 x 9999 = 825190000 - 82519 (since 9999 is 10000 - 1, we can use the distributive property)
Now, subtract 82519 from 825190000:
825190000 - 82519 = 825107481
So, the value of m is 825107481. |
Question:
if a person walks at 10 km / hr instead of 5 km / hr , he would have walked 20 km more . the actual distance traveled by him is ?
Answer:
Let's denote the actual distance traveled by the person as \( D \) km.
If the person walks at 5 km/hr, let's say it takes \( t \) hours to cover the distance \( D \). So ... |
Question:
If a person walks at 10 km/hr instead of a certain speed, he would have walked 20 km more. The actual distance traveled by him is 20 km. What is the speed at which he actually walked?
Answer:
Let's denote the actual speed at which the person walked as \( v \) km/hr.
Given that the actual distance traveled i... |
Question:
If a person walks at 10 km/hr instead of 5 km/hr, he would have walked a certain distance more. The actual distance traveled by him is 20 km. How much more distance would he have walked if he walked at 10 km/hr?
Answer:
Let's calculate the time it would take for the person to walk 20 km at both speeds.
At 5... |
Question:
If a person walks at 10 km/hr instead of 5 km/hr, he would have walked 20 km more. What is the actual distance traveled by him?
Answer:
Let's denote the actual distance traveled by the person as \( D \) kilometers.
If the person walks at 5 km/hr, we can express the time it takes to walk the actual distance ... |
Question:
If one root of the equation 2x^2 + 3x - k = 0 is 4, what is the value of k?
Answer:
If one root of the quadratic equation 2x^2 + 3x - k = 0 is 4, we can substitute x = 4 into the equation to find the value of k.
Plugging in x = 4, we get:
2(4)^2 + 3(4) - k = 0
2(16) + 12 - k = 0
32 + 12 - k = 0
44 - k = 0
... |
Question:
if one root of the equation 2 x ^ 2 + 3 x – k = 0 is 4 , what is the value of k ?
Answer:
If one root of the quadratic equation \(2x^2 + 3x - k = 0\) is \(x = 4\), we can substitute \(x = 4\) into the equation to find the value of \(k\).
Substituting \(x = 4\) into the equation, we get:
\[2(4)^2 + 3(4) - k ... |
Question:
An equation has the form 2x^2 + bx - k = 0, and one of its roots is 4. The value of k is 44. What is the value of b?
Answer:
Given that one of the roots of the equation is 4, we can substitute x = 4 into the equation to find the value of b.
The equation is:
2x^2 + bx - k = 0
Substituting x = 4 and k = 44, ... |
Question:
An equation has the form ax^2 + 3x - k = 0, and one of its roots is 4. The value of k is 44. What is the value of a?
Answer:
Given that one of the roots of the quadratic equation ax^2 + 3x - k = 0 is 4, we can substitute x = 4 into the equation to find the value of a.
Plugging x = 4 into the equation, we ge... |
Question:
An equation has the form 2x^2 + 3x - k = 0, and the value of k is 44. What is one of its roots?
Answer:
To find the roots of the equation 2x^2 + 3x - k = 0 with k = 44, we first substitute the value of k into the equation:
2x^2 + 3x - 44 = 0
Now we can solve for x using the quadratic formula:
x = [-b ± √(... |
Question:
if a is an integer greater than 8 but less than 15 and b is an integer greater than 6 but less than 21 , what is the range of a / b ?
Answer:
To find the range of a/b, we need to consider the smallest and largest possible values of a and b.
For a, the smallest integer greater than 8 is 9, and the largest in... |
Question:
If a person walks at a certain speed instead of 5 km/hr, he would have walked 20 km more. The actual distance traveled by him is 20 km. What is the speed at which he would have walked?
Answer:
Let's denote the actual speed of the person as x km/hr. We know that the person actually walked 20 km at this speed.... |
Question:
If a is an integer greater than 8 but less than 15 and b is an integer greater than 6 but less than 21, what is the range of a / b?
Answer:
To find the range of a/b, we need to consider the smallest and largest possible values of a and b.
For a, the smallest integer greater than 8 is 9, and the largest inte... |
Question:
There are two numbers with a difference of 1500. When the larger number is divided by the smaller number, we get a certain quotient and 15 as remainder. The larger number is 1782. What is the quotient when the larger number is divided by the smaller number?
Answer:
Let's denote the smaller number as \( S \) ... |
Question:
If a is an integer greater than 8 but less than 15 and b is an integer greater than some value but less than 21, the range of a / b is 1.55. What is the lower limit for the value of b?
Answer:
Given that a is an integer greater than 8 but less than 15, the possible values for a are 9, 10, 11, 12, 13, and 14.... |
Question:
If a is an integer greater than 8 but less than 15 and b is an integer greater than 6 but less than some value, the range of a / b is 1.55. What is the upper limit for the value of b?
Answer:
Given that a is an integer greater than 8 but less than 15, the possible values for a are 9, 10, 11, 12, 13, and 14.
... |
Question:
find large number from below question the difference of two numbers is 1500 . on dividing the larger number by the smaller , we get 6 as quotient and the 15 as remainder
Answer:
Let's call the larger number L and the smaller number S.
According to the problem, the difference between the two numbers is 1500,... |
Question:
There are two numbers with a difference of 1500. When the larger number is divided by the smaller number, we get 6 as quotient and a certain remainder. The larger number is 1782. What is the remainder when the larger number is divided by the smaller number?
Answer:
Let's denote the smaller number as \( x \) ... |
Question:
If a is an integer greater than some value but less than 15 and b is an integer greater than 6 but less than 21, the range of a / b is 1.55. What is the lower limit for the value of a?
Answer:
To find the lower limit for the value of a, we need to consider the smallest possible value of a that still allows t... |
Question:
The difference of two numbers is 1500. On dividing the larger number by the smaller, we get 6 as quotient and 15 as remainder. What is the larger number?
Answer:
Let the smaller number be x and the larger number be y.
According to the problem, the difference between the two numbers is 1500, so we can write:... |
Question:
The average of 10 numbers was calculated as 23. It was discovered later on that while calculating the average, one number was wrongly read as 26. The correct average is 24. What was the actual number that was misread?
Answer:
Let's denote the actual number that was misread as X.
The sum of the 10 numbers wi... |
Question:
In a class, the ratio of the number of boys and girls is unknown. In the 1st semester exam, 20% of boys and 25% of girls get more than or equal to 90% marks. 78% of students get less than 90% marks. What is the ratio of the number of boys to the number of girls in the class?
Answer:
Let's denote the number o... |
Question:
The average of 10 numbers was calculated as 23. It was discovered later on that while calculating the average, one number namely 36 was wrongly read as 26. What is the correct average of the numbers?
Answer:
The incorrect average was calculated as 23 for 10 numbers, which means the total sum of those numbers... |
Question:
The average of 10 numbers was calculated as 23. It was discovered later on that while calculating the average, one number namely 36 was wrongly read as a different number. The correct average is 24. What was the number that 36 was wrongly read as?
Answer:
The average of 10 numbers was initially calculated as... |
Question:
The ratio of the number of boys and girls in a class is 3 : 2. In the 1st semester exam, 20% of boys and 25% of girls get more than or equal to 90% marks. What percentage of students get less than 90% marks?
Answer:
Let's assume the number of boys in the class is 3x and the number of girls is 2x, where x is ... |
Question:
The average of 10 numbers was calculated as a certain value. It was discovered later on that while calculating the average, one number namely 36 was wrongly read as 26. The correct average is 24. What was the initial calculated average?
Answer:
Let's denote the sum of the 10 numbers as S. The initial average... |
Question:
The average weight of 8 persons increases by 2.5 kg when a new person comes in place of one of them weighing a certain weight. The weight of the new person is 80 kg. What was the weight of the person who was replaced?
Answer:
Let's denote the weight of the person who was replaced as W.
The total weight incr... |
Question:
the average of 10 numbers is calculated as 23 . it is discovered later on that while calculating the average , one number namely 36 was wrongly read as 26 . the correct average is ?
Answer:
The incorrect total sum of the 10 numbers is calculated by multiplying the incorrect average by the number of values:
... |
Question:
The average weight of 8 persons increases by a certain amount when a new person comes in place of one of them weighing 60 kg. The weight of the new person is 80 kg. By how much did the average weight increase?
Answer:
Let's call the increase in average weight "x" kg.
The total weight of the 8 persons increa... |
Question:
The average of some numbers is calculated as 23. It was discovered later on that while calculating the average, one number namely 36 was wrongly read as 26. The correct average is 24. How many numbers were there in the set?
Answer:
Let's denote the total number of numbers in the set as \( n \) and the sum of... |
Question:
he average weight of 8 persons increases by 2.5 kg when a new person comes in place of one of them weighing 60 kg . what might be the weight of the new person ?
Answer:
Let's denote the weight of the new person as W.
The total weight increase for the group of 8 persons is 8 * 2.5 kg, because the average wei... |
Question:
In a class with a ratio of 3 boys to 2 girls, a certain percentage of boys and 25% of girls get more than or equal to 90% marks in the 1st semester exam. 78% of students get less than 90% marks. What percentage of boys get more than or equal to 90% marks?
Answer:
Let's assume there are 3x boys and 2x girls i... |
Question:
The average weight of some persons increases by 2.5 kg when a new person comes in place of one of them weighing 60 kg. The weight of the new person is 80 kg. How many persons were there initially?
Answer:
Let's denote the number of persons initially as \( n \).
The total weight of the \( n \) persons increa... |
Question:
A certain bus driver is paid a regular rate for any number of hours that does not exceed 40 hours per week. For any overtime hours worked in excess of 40 hours per week, the bus driver is paid a rate that is 75% higher than his regular rate. Last week, the bus driver earned $976 in total compensation and work... |
Question:
There are 56 positive integers less than 8,000. What is the sum of the digits in each of these integers?
Answer:
The question seems to be asking for the sum of the digits of all positive integers less than 8,000 that have a specific property, but it's not clear what that property is from the statement "There... |
Question:
A certain bus driver is paid a regular rate of $18 per hour for any number of hours that does not exceed 40 hours per week. For any overtime hours worked in excess of 40 hours per week, the bus driver is paid a rate that is higher than his regular rate. Last week, the bus driver earned $976 in total compensat... |
Question:
A certain bus driver is paid a regular rate of $18 per hour for any number of hours that does not exceed 40 hours per week. For any overtime hours worked in excess of 40 hours per week, the bus driver is paid a rate that is 75% higher than his regular rate. Last week, the bus driver worked 48.12698412698413 h... |
Question:
A certain bus driver is paid a regular rate of $18 per hour for any number of hours that does not exceed a certain number of hours per week. For any overtime hours worked in excess of that number of hours per week, the bus driver is paid a rate that is 75% higher than his regular rate. Last week, the bus driv... |
Question:
C and D started a business by investing some amount and Rs. 1500 respectively. They made a total profit of Rs. 500, and D's share of the profit is Rs. 100. How much did C invest in the business?
Answer:
Let's denote the amount C invested as \(C\).
The profit is shared between C and D in the ratio of their i... |
Question:
A certain bus driver is paid a regular rate of $18 per hour for any number of hours that does not exceed 40 hours per week. For any overtime hours worked in excess of 40 hours per week, the bus driver is paid a rate that is 75% higher than his regular rate. If last week the bus driver earned $976 in total com... |
Question:
c and d started a business by investing rs . 1000 / - and rs . 1500 / - respectively . find the d ’ s share out of a total profit of rs . 500 :
Answer:
To find D's share of the total profit, we need to calculate the ratio of their investments and then apply that ratio to the total profit.
C invested Rs. 100... |
Question:
C and D started a business by investing Rs. 1000 and Rs. 1500 respectively. They made a total profit of Rs. 500. What is D's share of the profit?
Answer:
To determine D's share of the profit, we first need to calculate the ratio of C's and D's investments.
C's investment: Rs. 1000
D's investment: Rs. 1500
... |
Question:
C and D started a business by investing Rs. 1000 and Rs. 1500 respectively. They made a certain amount of profit, and D's share of the profit is Rs. 100. What was the total profit?
Answer:
C and D invested in the business in the ratio of their investments. Since C invested Rs. 1000 and D invested Rs. 1500, t... |
Question:
C and D started a business by investing Rs. 1000 and some amount respectively. They made a total profit of Rs. 500, and D's share of the profit is Rs. 100. How much did D invest in the business?
Answer:
Let's denote the amount D invested as \(D\).
The profit is shared between C and D in the ratio of their i... |
Question:
q and r are some positive integers that have the same digits but in reverse order. The positive difference between q and r is less than 70. The greatest possible value of q minus r is 63. What type of integers are q and r?
Answer:
Let's denote the digits of q and r as x and y, where x is the tens digit and y... |
Question:
q and r are two - digit positive integers that have the same digits but in reverse order . if the positive difference between q and r is less than 70 , what is the greatest possible value of q minus r ?
Answer:
Let's denote the two digits of the numbers q and r as x and y, where x is the tens digit and y is ... |
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