Math, asked by tejaswinitalawar04, 5 hours ago

Find the derivative (5x³+3x-1) ( x-1) with respect to x​

Answers

Answered by swapnasen37
3

Step-by-step explanation:

Let f(x)=(5x3+3x−1)(x−1)

Thus using product rule of differentiation,

f′(x)=(5x3+3x−1)dxd(x−1)+(x−1)dxd(5x3+3x−1)

=(5x3+3x−1)(1)+(x−1)(5.3x2+3−0)

=(5x3+3x−1)+(x−1)(15x2+3)

=5x3+3x−1+15x3+3x−15x2−3

=20x3−15x2+6x−4

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