If the function f(x) = x 3 - 9x 2 +24x +c has 3 real and distinct roots p, q,and r, find the sum of all possible distinct values of [p] +[q]+[r] where [.] denote greatest integer function.

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Saurabh Koranglekar · Answer

Dear student The value of c can vary from (-20.05, -16) These values can be obtained by considering 2 equal and one different root Now you can try to solve the question Regards

Vikas TU · Answer

Dear student There is very big explanation of this question , and can not be given out here. Hope you will unerstand Good Luck Cheers

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If the function f(x) = x 3 - 9x 2 +24x +c has 3 real and distinct roots p, q,and r, find the sum of all possible distinct values of [p] +[q]+[r] where [.] denote greatest integer function.

If the function f(x) = x³- 9x²+24x +c has 3 real and distinct roots p, q,and r, find the sum of all possible distinct values of [p] +[q]+[r] where [.] denote greatest integer function.

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If the function f(x) = x 3 - 9x 2 +24x +c has 3 real and distinct roots p, q,and r, find the sum of all possible distinct values of [p] +[q]+[r] where [.] denote greatest integer function.

If the function f(x) = x3 - 9x2+24x +c has 3 real and distinct roots p, q,and r, find the sum of all possible distinct values of [p] +[q]+[r] where [.] denote greatest integer function.

2 Answers

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If the function f(x) = x³- 9x²+24x +c has 3 real and distinct roots p, q,and r, find the sum of all possible distinct values of [p] +[q]+[r] where [.] denote greatest integer function.