IPMAT Indore 2024 (MCQ) - The difference between the maximum real root and the minimum real root of the equation (x^2 - 5)^4 + (x^2 - 7)^4 = 16 is | PYQs + Solutions | AfterBoards
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IPMAT Indore 2024

Algebra
>
Quadratic Equations

Medium

The difference between the maximum real root and the minimum real root of the equation (x2−5)4+(x2−7)4=16(x^2 - 5)^4 + (x^2 - 7)^4 = 16 is

Correct Option: 4

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The number of real solutions of the equation (x2−15x+55)x2−5x+6=1(x^2 - 15x + 55)^{x^2-5x+6} = 1 is:

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