find differentiation of y = 4x⁴ +3x³ + 5/x +9
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Answer:
Step-by-step explanation:
- dy/dx=4(dx^4/dx)+3(dx^3/dx)+5(dx^-1/dx)+0(constant diffrentiation is 0)
- dy/dx=4(4x^3)+3(3x^2)+5(-1x^-2) (using rule)
- dy/dx=16x^3+9x^2+-5x^-2(using rule)
- dy/dx=16(3x^2)+9(2x)-5(-2x^-3)
- dy/dx=48x^2+18x-10x^-3
- dy/dx=48(2x)+18-10(-3x^-4)
- dy/dx=96x+0+30/X^4(CONSTANT DIFFRENCIATION=0)
- dy/dx=96+30x^-4
- dy/dx=0+30(-4x^-5)
- dy/dx=-120x^-5
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