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okay and Part D so we're going to continue where we left off at the last video n Part D we're looking for the function H all intervals on which H is decreasing and H of X will decrease whenever h prime of X is negative or less than zero so we have to define what h prime of X is and then take the derivative of that well before we can take the derivative because H goes from x 23 we can take the derivative directly of that we have to switch the three and the X around which is going to make it a negative value and then we have to take the derivative of that and so we won what we wind up with then is that h prime of X is actually equal to negative f of X H of X is the integral from x 23 but if we want to take the derivative of that we're going to have to swap the three in the X and we're going to have to save and that's equal to the negative to the negative integral the opposite of the integral from 32 X of F of T DT and h prime of X then is equal to the negative of f of X hope that makes s

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