#Derivative of e^5x
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are you familiar with the chain rule?
Yes but why would the chain rule apply
you're composing the functions e^x and 5x
so in the chain rule f(x) is e^x and u(x) is 5x
Ah thanks but what about dy/dx? I know it means derivative in respect to x but i never understood what that meant
it means the rate of change of y with respect to x (which is just the derivative, yeah). it comes from the limit definition of the derivate. to calculate the gradient of a straight line you'd do Δy/Δx, and in the definition of a derivative you basically do this but for really small changes, hence the Δ's become d's
@ember lava
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you know that d/dx is "differentiating something with respect to x"
and so, when you put a y (dy/dx) that's differentiating y with respect to x
so if you have y = 3x^2 + 2x +1 and a = 4x^6 +2
dy/dx = 6x +2
da/dx = 24x^5
the little letter next to the d just means the function you're differentiating