A curve has the equation y=12+3x^4. Find dy/dx.

Bring the power down and multiply it to the value directly before x, and then remove 1 from the power after this. So in this instance 12 has no x or power with it, therefore it disappears because you multiple it by 0. and the 3 is now multiplied by 4 to leave y=12x^3.

BP

Related Maths A Level answers

All answers ▸

Find the range of values of k for which x²+kx-3k<5 for some x, i.e. the curve y=x²+kx-3k goes below y=5


Differentiate: ln((e^x+1)/e^x-1))


Find the coordinates of the minimum point of the curve y = 3x^(2) + 9x + 10


The rate of decay of the mass is modelled by the differential equation dx/dt = -(5/2)x. Given that x = 60 when t = 0, solve the quation for x in terms of t.