Question

y = tan(x^2 - 7) Find \frac{dy}{dx} \frac{dy}{dx} = Type sin(x) for \sin(x), cos(x) for \cos(x), and so on. Use x^2 to square x, x^3 to cube x, and so on. Use (sin(x))^2 to square sin(x). Do NOT simplify your answer.

          y = tan(x^2 - 7)
Find \frac{dy}{dx}
\frac{dy}{dx} = 
Type sin(x) for \sin(x), cos(x) for \cos(x), and so on.
Use x^2 to square x, x^3 to cube x, and so on.
Use (sin(x))^2 to square sin(x).
Do NOT simplify your answer.

y = tan(x^2 - 7)
Find (dy)/(dx)
(dy)/(dx) =
Type sin(x) for sin(x), cos(x) for cos(x), and so on.
Use x^2 to square x, x^3 to cube x, and so on.
Use (sin(x))^2 to square sin(x).
Do NOT simplify your answer.

Added by Anna J.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Sri K

10/21/2023

Step 1

Step 1: Given y = tan(x^2 - 7), we need to find (dy)/(dx). Show more…

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y=tan(x^(2)-7) Find (dy)/(dx) (dy)/(dx)= Type sin(x) for sin(x),cos(x) for cos(x), and so on. Use x^(^(^()))2 to square x,x^(^(^()))3 to cube x, and so on. Use (sin(x))^(^(^()))2 to square sin(x). Do NOT simplify your answer. y=tan(2-7) dy Find dx dy dx Type sin(x) for sin() , cos(x) for cos(), and so on Use x^2 to square x, x^3 to cube x, and so on. Use(sin(x)^2 to square sin(x) Do NOT simplify your answer. Submit Question Jump to Answer