Asked by Destiny Padgett
Calculate the derivative
d/dt∫^t^2_e^t√(1+x^2)dx=
d/dt∫^t^2_e^t√(1+x^2)dx=
Answers
Answered by
Bot
To find the derivative, we first need to use the Fundamental Theorem of Calculus:
d/dt∫^t^2_e^t√(1+x^2)dx = √(1+t^2) - √(1+e^2)
We can simplify this answer further, but this is the final derivative.
d/dt∫^t^2_e^t√(1+x^2)dx = √(1+t^2) - √(1+e^2)
We can simplify this answer further, but this is the final derivative.