| English,LaTeX |
| integral from a to b of x squared,"\int_{a}^{b} x^2 \,dx" |
| integral from negative 1 to 1 of x squared,"\int_{-1}^{1} x^2 \,dx" |
| integral from negative 1 to infinity of x cubed,"\int_{-1}^{\inf} x^3 \,dx" |
| integral from 0 to infinity of x squared,"\int_{0}^{\inf} x^2 \,dx" |
| integral from 0 to infinity of y squared,"\int_{0}^{\inf} y^2 \,dy" |
| integral from 1 to 2 of x over 2,"\int_{1}^{2} \frac{x}{2} \,dx" |
| f of x equals x squared,f(x) = x^2 |
| h of x equals x squared,h(x) = x^2 |
| g of x equals x squared,g(x) = x^2 |
| g of x equals x to the eighth power,g(x) = x^8 |
| f of x equals x cubed,f(x) = x^3 |
| f of x equals x,f(x) = x |
| h of x equals x to the fifth power,h(x) = x^5 |
| g of x equals integral from 0 to 10 of x cubed,"g(x) = \int_{0}^{10} x^3 \,dx" |
| f of x equals x over n,f(x) = \frac{x}{n} |
| f of x equals integral from 1 to 2 of x,"f(x) = \int_{1}^{2} x \,dx" |
| f of x equals integral from 0 to 2 of x,"f(x) = \int_{0}^{2} x \,dx" |
| f of x equals integral from 1 to 2 of x over 2,"f(x) = \int_{1}^{2} \frac{x}{2} \,dx" |
| f of x equals sum from 1 to 5 of x squared,f(x) = \sum_{1}^{5} x^2 |
| x squared,x^2 |
| x cubed,x^3 |
| pi squared,\pi^2 |
| z squared,z^2 |
| z over x squared,\frac{z}{x^2} |
| f of x equals x squared,f(x) = x^2 |
| 1 over 6,\frac{1}{6} |
| 2 pi,2 * \pi |
| s cubed,s^3 |
| s to the sixth power,s^6 |
| 2 pi r,2 * \pi * r |
| pi over n,\frac{\pi}{n} |
| f of n equals pi over n,f(n) = \frac{\pi}{n} |
| pi times x,\pi*x |
| pi to the fourth power,\pi^4 |
| pi to the fifth power,\pi^5 |
| f of x equals x times pi to the fifth power,f(x) = x * \pi^5 |
| g of x equals x times pi cubed,g(x) = x * \pi^3 |
| g of x equals pi cubed,g(x) = \pi^3 |
| 1 over n,\frac{1}{n} |
| x squared over n,\frac{x^2}{n} |
| y squared over x^2,\frac{y^2}{x^2} |
| 1 over 7 to the seventh power,(\frac{1}{7})^7 |
| 1 over 9 to the seventh power,(\frac{1}{9})^7 |
| f of x equals x over 9 to the seventh power,(f(x) = \frac{x}{9})^7 |
| sum from i to n of X i,\sum_{i}^{n} X_i |
| sum from 0 to n of 77 n,\sum_{0}^{n} 77 * n |
| sum from 0 to 5 of x,\sum_{0}^{5} x |
| sum from 1 to x of x,\sum_{1}^{x} x |
| sum from 1 to x of x squared,\sum_{1}^{x} x^2 |
| sum from 1 to 10 of pi squared,\sum_{1}^{10} \pi^2 |
|
|