Question

find dy÷dx if y=(2x+3)^4​

Answer 1

Answer:

dy/dx = 64x^3+288x^2+432x+216 or 8(2x+3)^3

Step-by-step explanation:

y = (2x+3)^4

dy/dx = 4(2x+3)^3 (2+0)

dy/dx = 8(2x+3)^3

dy/dx = 8(8x^3+27+36x^2+54x)

dy/dx = 64x^3+288x^2+432x+216