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Find the derivative for each function using the delta method.

1.y =6x = 2 2.y = 3×2 ~ 6

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02:08

Find the derivative of each function by using the quotient rule.$$y=\frac{6 x^{2}}{3-2 x}$$

01:01

find the derivative of each of the functions by using the definition.$$y=6 x+3$$

02:50

Find the derivative of each of the functions by using the definition.$$y=6 x+3$$

Find the derivative of the function.$$y=x\left(6^{-2 x}\right)$$

Transcript

Hi here in the given question, we need to find the derivative so here the first 1 is y equals to 6 x minus 2 and the second 1 is y equals to 2 x, squared minus x plus 3 point now. We know that formula to calculate the derivative of x to the power n is equal to n times x to the power n minus 1 point. So we are in our case derivation y dash equals to v by d x of 6 x, minus 2 point. So here, y dash equals to derivative of 6 x will be 6 multiplied…

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