Consider the function q(x)=x^11−3x^10+2. Find the x-coordinates of all local maxima. If there are multiple values, give...

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Consider the function q(x)=x^11−3x^10+2. Find the x-coordinatesof all local maxima. If there are multiple values,give them separated by commas. If there are no local maxima, enter∅.

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Let x c is the critical point of fx it means fx 0 at x c than according to first derivative test we can write1 if fx changes from positive to negative at x c than x c is local maximum2 if fx changes from negative to positive at x c than x c is local minimumwe havewe can writeequate it to 0 we can writeHence we can say that x    See Answer
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