query stringlengths 7 63 | response stringlengths 1 22 | types stringclasses 6 values |
|---|---|---|
-23.3 - (cos(-10π) * e * π)= | -31.8397 | special_equation |
85.7 - (π / 45.4312 + sin(19))= | 85.4810 | special_equation |
e + tan(20π) / (π + π + e)= | 2.7183 | special_equation |
91.0793 / e + (log 2(7) + π)= | 39.4551 | special_equation |
π / (-48.76 - π) + π= | 3.0811 | special_equation |
e * (π - π) - π= | -3.1416 | special_equation |
e + 14 / (-78.389 - (-10) / π)= | 2.5321 | special_equation |
e - e + (-7) / e= | -2.5752 | special_equation |
e - (5 - π + π)= | -2.2817 | special_equation |
π * (83.8582 + π) - sqrt(13)= | 269.7124 | special_equation |
10 * π + 1 / π= | 31.7342 | special_equation |
e * 20 / e / π= | 6.3662 | special_equation |
40.3 * (sqrt(3) + e) / 19= | 9.4394 | special_equation |
-9 - (e * 2.2 - (-54.0))= | -68.9802 | special_equation |
-21.5 / e / 17 + π= | 2.6763 | special_equation |
9 * (sin(-1π) - 82.5) / π= | -236.3451 | special_equation |
e + (2 + tan(16pi) + 1)= | 5.7183 | special_equation |
4 * (π - cos(15pi) - 1.7)= | 9.7664 | special_equation |
π + (tan(-11) - 51.56 * π)= | 67.1119 | special_equation |
2.367 + 21.4 / π + 68.39= | 77.5688 | special_equation |
sqrt(12) / π / (π - π - 20)= | -0.0551 | special_equation |
-5 * sqrt(14) + (-97.6095) + π= | -113.1762 | special_equation |
-65.05 / (7 + 69.19) * sqrt(13)= | -3.0784 | special_equation |
e / (-17.76) * 2.8202 * (-18)= | 7.7697 | special_equation |
sin(5π) - ln(8) * log 10(8) * (-11)= | 20.6572 | special_equation |
log 10(16) + (3 - 21.2898) - e= | -19.8040 | special_equation |
log 2(13) + (-20) - (80.69 + (-11.5313) + (-7.4))= | -78.0583 | special_equation |
-7 - (-64.087) / (-83.344) / π= | -7.2448 | special_equation |
-73.9 / (e + e) + 5= | -8.5931 | special_equation |
-50.988 / (-2) * (8 / (-12) + π)= | 63.0958 | special_equation |
9 / (π + sqrt(4) * (-87.37))= | -0.0524 | special_equation |
-22.7237 / (log 10(12) + (-2)) - 3= | 21.6777 | special_equation |
sin(6π) / tan((-9)) * (log 10(16) * e)= | 0 | special_equation |
e / (10 / π) + π= | 3.9956 | special_equation |
log 10(8) * (e - (-7) + sqrt(2))= | 10.0536 | special_equation |
sin(-3pi) / (e * log 2(11) - 23.63)= | 0 | special_equation |
19 / (e + π) + (-17)= | -13.7576 | special_equation |
-12.935 - (-35.07) * 76.601 - 19= | 2654.4621 | special_equation |
e * (log 10(14) - ln(6)) / e= | -0.6456 | special_equation |
π * e - tan((-20)pi) * (-11.73)= | 8.5397 | special_equation |
e + (7 * e) + (-4)= | 17.7463 | special_equation |
π - (π * 18 + π)= | -56.5487 | special_equation |
e - (-14.581 + tan(19)) + 46.467= | 63.6147 | special_equation |
20.0706 * e * sqrt(12) - e= | 186.2746 | special_equation |
e * e - e + e= | 7.3891 | special_equation |
π * (50.187 / 12.07 - π)= | 3.1931 | special_equation |
e * 6.21 / (61.03 - (-87.2) - π)= | 0.1163 | special_equation |
e / (-8) + e / log 2(8)= | 0.5663 | special_equation |
cos(-8) * 11.5 * log 10(15) * π= | -6.1823 | special_equation |
-6 / π / (e + (-18) - 40.6001)= | 0.0342 | special_equation |
π / (sqrt(11) / sin(4pi) * (-68.803))= | 0 | special_equation |
e * (-42.06) - (tan(0π) + π / (-14))= | -114.1065 | special_equation |
sin(-4) - (-15) / (1 - 17)= | -0.1807 | special_equation |
e * (π * (-2) + π)= | -8.5397 | special_equation |
sin(19) + sin((-14)pi) / (sin(3) - 90.8 + π)= | 0.1499 | special_equation |
e + (-9.235) + cos((-15)π) / π= | -6.8350 | special_equation |
π + e - (log 2(20) + π - π)= | 1.5379 | special_equation |
-40.5 - (1 * 98.8) - e= | -142.0183 | special_equation |
0 - (2 / (-5.977) + sqrt(8))= | -2.4938 | special_equation |
π * cos(10pi) / (-1) / e= | -1.1557 | special_equation |
e - π * (-31.437 * π * e)= | 846.1216 | special_equation |
tan(-7pi) / (2 / π) * e= | 0 | special_equation |
π / (3.02 * ln(6) * e)= | 0.2136 | special_equation |
-9 - sqrt(19) - 44.1 - e= | -60.1772 | special_equation |
tan(-19) + (π * 18 - ln(11))= | 53.9992 | special_equation |
27.35 * 2.89 * π + ln(5)= | 249.9256 | special_equation |
tan(-17) + 8 + (tan(-7pi) / ln(7) - log 2(17))= | 0.4186 | special_equation |
π - (41.8 / 60.832 / (-7))= | 3.2398 | special_equation |
-2 * 17 - (cos(10pi) + ln(7))= | -36.9459 | special_equation |
π * (6 / e * e)= | 18.8496 | special_equation |
ln(13) / (-67.8741) - (π + (-1) / ln(11))= | -2.7624 | special_equation |
53.177 - (tan(-7) - (-77.18)) + e= | -20.4133 | special_equation |
e - (-19) / (e - 66.4)= | 2.4199 | special_equation |
π - (e + 53.61) - e= | -55.9050 | special_equation |
e / (log 2(4) + tan(0) + (-15))= | -0.2091 | special_equation |
π + (9 - 1 * cos(15pi))= | 13.1416 | special_equation |
π / e / (1 + π - e)= | 0.8120 | special_equation |
π - e * sin((-7)π) - 44.7= | -41.5584 | special_equation |
π + (π / 5) / π= | 3.3416 | special_equation |
e * e * (6 * sin((-8)π))= | 0 | special_equation |
tan(13) / π * (cos(-18π) / (-7.64) / e)= | -0.0071 | special_equation |
π - e + (π + e - sin((-1)π))= | 6.2832 | special_equation |
17.361 + (39.02 / π) * π= | 56.3810 | special_equation |
49.7 * (sqrt(18) / 3) * π= | 220.8113 | special_equation |
π - (π + e + e)= | -5.4366 | special_equation |
6 - (ln(6) - (-12) * 77.4099)= | -924.7106 | special_equation |
π / e * e * 18= | 56.5487 | special_equation |
-29.4 - ln(14) / (-2.1044 + log 2(4))= | -4.1217 | special_equation |
π + (-9.04 * (-72.14)) - e= | 652.5689 | special_equation |
-12 - (-4.7343 - 15 * (-3))= | -52.2657 | special_equation |
e * (π - (-35.951) * tan((-19)))= | -6.2743 | special_equation |
e - (e + log 2(2) * e)= | -2.7183 | special_equation |
log 2(10) * (9 + π) + π= | 43.4751 | special_equation |
-41.863 + log 10(11) + (-47.6 - e * 47.458)= | -217.4258 | special_equation |
ln(15) - (sin(-17) / e) / 59.8452= | 2.7021 | special_equation |
log 2(4) * (-31.7 - cos((-8)π)) - 53.6= | -119 | special_equation |
π * (6 * 91.6 + e)= | 1735.1591 | special_equation |
ln(8) * (85.8623 * 12 / e)= | 788.1992 | special_equation |
8 / cos((-5)) + e + π= | 34.0624 | special_equation |
π + π - (-54.9) - 4= | 57.1832 | special_equation |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.