Find the derivative of A (x) = 4el(cos 4x) (sin 32)) A'(x) = 4e (cos 4x) (sin 3x)]. 3 cos 4x cos 3x - A'(x) = 4el(cos 4z
-
answerhappygod
- Site Admin
- Posts: 899604
- Joined: Mon Aug 02, 2021 8:13 am
Find the derivative of A (x) = 4el(cos 4x) (sin 32)) A'(x) = 4e (cos 4x) (sin 3x)]. 3 cos 4x cos 3x - A'(x) = 4el(cos 4z
Find the derivative of A (x) = 4el(cos 4x) (sin 32)) A'(x) = 4e (cos 4x) (sin 3x)]. 3 cos 4x cos 3x - A'(x) = 4el(cos 4z) (sin 3x)]. [3 cos 4x cos 3x A'(x) = 4e3 cos 42 cos 32-4 sin 42 sin 3x] A'(x) = 4e4 cos 42 cos 32-4 sin 42 sin 3x] 4 sin 4x sin 3x 4 sin 4x sin 3x]
Join a community of subject matter experts. Register for FREE to view solutions, replies, and use search function. Request answer by replying!