f x 2x 3 9ax 2 12a 2x 1 If the function f x 2 x 3 9 a x 2 12 a 2 x 1 attains its maximum and minimum at p and q respectively such that p 2 q then a equals
Let f x 2 x 3 9 a x 2 12 a 2 x 1 where a 0 The minimum of f is attained at a point q and the maximum is attained at a point p If p 3 q then a is equal to If the function f x 2 x 3 9 a x 2 12 a 2 x 1 where a 0 attains it s maximum and minimum at p and q respectively such that p 2 q then a equals
f x 2x 3 9ax 2 12a 2x 1
f x 2x 3 9ax 2 12a 2x 1
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If The Function f x 2x 3 9ax 2 12a 2x 1 Has A Local Maximum At
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If The Function f x 2x 3 9ax 2 12a 2x 1 Has A Local Maximum At
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If the function f x 2x3 9ax2 12a2 x 1 where a 0 attains its maximum and minimum at p and q respectively such that p2 q then a equals If the function f x 2x3 9ax2 12a2x 1 attains its maximum and minimum at p and q respectively such that p2 q then a equals maximum and minimum at p and q respectively
VIDEO ANSWER The function here is equal to two x cubed minus nine A x squared plus a squared X and one We need six x squared minus 18 to find the local extreme effects of the If the function f x 2x 3 9ax 2 12a 2 x 1 where a 0 attains its maximum and minimum at p and q respectively such that p 2 q then a is equal to a 3 b 1 c 2 d 1 2
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If the function f x 2 x 3 9 a x 2 12 a 2 x 1 a 0 has a local maximum at mathrm x alpha and a local minimum mathrm x alpha 2 then alpha and The given function is f x 2x 3 9ax 2 12a 2x 1 where a 0 The function attains its maximum at p and minimum at q such that p 2 q Solving for maximum and minimum
Correct answer is option C Can you explain this answer If the function f x 2x3 9ax2 12a2x 1 where a 0 attains To find the critical points we need to find the derivative of Function f x 2x 3 9ax 2 12a 2x 1 Local maximum at x x1 Local minimum at x x2 x2 x1 2 Explanation To find the value of a that satisfies the given conditions we need
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f x 2x 3 9ax 2 12a 2x 1 - If the function f x 2x3 9ax2 12a2x 1 attains its maximum and minimum at p and q respectively such that p2 q then a equals maximum and minimum at p and q respectively