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Calculate the first derivative of f( x)= 3x^3+2x^2-5

f’(x)= 9x^3+4x

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I'm supposed to calculate the differential of f(x)= sin(x)ln(x)(x-4)^2 using the product rule. I know what the product rule is but I can't split this into two bits that are easy to differentiate. How do I do it?

The curve C has the equation y = 1/2x^3 - 9x^3/2 + 8/x + 30, find dy/dx. Show that point P(4, -8) lies on C

Find the values of k for which the equation (2k-3)x^2-kx+(k-1) has equal roots

dx/dt=-5x/2 t>=0 when x=60 t=0

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Calculate the first derivative of f( x)= 3x^3+2x^2-5

Related Maths A Level answers

I'm supposed to calculate the differential of f(x)= sin(x)ln(x)(x-4)^2 using the product rule. I know what the product rule is but I can't split this into two bits that are easy to differentiate. How do I do it?

The curve C has the equation y = 1/2x^3 - 9x^3/2 + 8/x + 30, find dy/dx. Show that point P(4, -8) lies on C

Find the values of k for which the equation (2k-3)x^2-kx+(k-1) has equal roots

dx/dt=-5x/2 t>=0 when x=60 t=0

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Calculate the first derivative of f( x)= 3x^3+2x^2-5

Related Maths A Level answers

I'm supposed to calculate the differential of f(x)= sin(x)*ln(x)*(x-4)^2 using the product rule. I know what the product rule is but I can't split this into two bits that are easy to differentiate. How do I do it?

The curve C has the equation y = 1/2x^3 - 9x^3/2 + 8/x + 30, find dy/dx. Show that point P(4, -8) lies on C

Find the values of k for which the equation (2k-3)x^2-kx+(k-1) has equal roots

dx/dt=-5x/2 t>=0 when x=60 t=0

We're here to help

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MyTutor is part of the IXL family of brands:

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Rosetta Stone

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Education.com

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ABCya

© 2026 by IXL Learning

I'm supposed to calculate the differential of f(x)= sin(x)ln(x)(x-4)^2 using the product rule. I know what the product rule is but I can't split this into two bits that are easy to differentiate. How do I do it?