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Assume x and y are both differentiable and functions of t. y = x^(1/3), find the derivative of y with respect to t when x = 27, given the derivative of x with respect to t = 9.
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have you found dy/dt?
we are given that x and y are functions of t so you will have to use chain rule for both
for example if i wanted to find dy/dt where x and y are functions of t and y=5x then dy/dt=5 dx/dt
use the power rule along with the chain rule to differentiate the x^(1/3) part
Sorry, finally figured out what my course was asking.
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