F(x)=35x^4+15x^30x^2-15x+3
Solution:
Given that F(x)=35x4+15x3+0x2−15x+3F(x)=35x^4+15x^3+0x^2-15x+3F(x)=35x4+15x3+0x2−15x+3
We need to differentiate this w.r.t. xxx ,
F′(x)=35(4)x3+15(3)x2+0−15(1)+0F'(x)=35(4)x^3+15(3)x^2+0-15(1)+0F′(x)=35(4)x3+15(3)x2+0−15(1)+0
=140x3+45x2−15=140x^3+45x^2-15=140x3+45x2−15
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