![SOLVED: Which one of the following best describe the SD of a 0 - 1 (count) box? Hint: 1) pi = average of count box: 2) sqrt Square Root: 3) Y^2 = SOLVED: Which one of the following best describe the SD of a 0 - 1 (count) box? Hint: 1) pi = average of count box: 2) sqrt Square Root: 3) Y^2 =](https://cdn.numerade.com/ask_images/de9a1646a98646a28cc75ef983c533f2.jpg)
SOLVED: Which one of the following best describe the SD of a 0 - 1 (count) box? Hint: 1) pi = average of count box: 2) sqrt Square Root: 3) Y^2 =
![integral from -infinity to infinity of exp(-x^2) is sqrt(pi). I always found this very elegant. | Mathematics geometry, Physics and mathematics, Studying math integral from -infinity to infinity of exp(-x^2) is sqrt(pi). I always found this very elegant. | Mathematics geometry, Physics and mathematics, Studying math](https://i.pinimg.com/originals/d7/1d/08/d71d08985000300bde926b5739144e53.jpg)
integral from -infinity to infinity of exp(-x^2) is sqrt(pi). I always found this very elegant. | Mathematics geometry, Physics and mathematics, Studying math
![Consider the integral int_{0}^{pi / 2} sqrt{sin x} dx. Write an expression that approximates the integral, with n = 6, and evaluate that expression, using the indicated method. Use the Trapezoidal Rul Consider the integral int_{0}^{pi / 2} sqrt{sin x} dx. Write an expression that approximates the integral, with n = 6, and evaluate that expression, using the indicated method. Use the Trapezoidal Rul](https://homework.study.com/cimages/multimages/16/image155801295188063436580.png)
Consider the integral int_{0}^{pi / 2} sqrt{sin x} dx. Write an expression that approximates the integral, with n = 6, and evaluate that expression, using the indicated method. Use the Trapezoidal Rul
![geometry - there is any relation between $\pi$, $\sqrt{2}$ or a generic polygon? - Mathematics Stack Exchange geometry - there is any relation between $\pi$, $\sqrt{2}$ or a generic polygon? - Mathematics Stack Exchange](https://i.stack.imgur.com/pFBV3.png)