Find the range of value s of a, such that f(x) = [ax^2+2(a+1)x+9a+4]/[x^2-8x+32] is always negative.

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Arun · Answer

Dear Priyanka Denominator is alwyas posiitive as D now ax^2 + 2 (a + 1)x + 9a + 4 should be negative hence a and D use thse condition

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Find the range of value s of a, such that f(x) = [ax^2+2(a+1)x+9a+4]/[x^2-8x+32] is always negative.

Find the range of value s of a, such that f(x) = [ax^2+2(a+1)x+9a+4]/[x^2-8x+32] is always negative.

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Find the range of value s of a, such that f(x) = [ax^2+2(a+1)x+9a+4]/[x^2-8x+32] is always negative.

Find the range of value s of a, such that f(x) = [ax^2+2(a+1)x+9a+4]/[x^2-8x+32] is always negative.

1 Answers

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