if the maximum value of f(x) =a-168x-x^2 is smaller than the minimum value of g(x) =x4-2ax10-2a, then the number of - Maths - Logs Equations and Inequalities

Question

if the maximum value of f(x) =a-168x-x^2 is smaller than the
minimum value of g(x) =x4-2ax10-2a, then the number of positive
integral value of a is

Neha Sethi · Accepted Answer

Kindly refer the similar link for your query

https://www meritnation
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if the maximum value of f(x) =a-168x-x^2 is smaller than the minimum value of g(x) =x4-2ax10-2a, then the number of positive integral value of a is