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Let a function is defined as f:RtoR such that f(x)=(6)/(1+3"le"^(x)). Find the number of different integral values which function f(x) can take ? |
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Answer» SOLUTION :f(x) can TAKE 1,2,3,4,5 as f(x) is continous function. `:.` Using IVT we can say that f(x) can take 5 INTEGRAL VALUE
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