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Let f:R→R, f(x)=1−x−4x3, then the number of integral value(s) of x ∈[0,4] satisfying the inequality 4f3(x)+f(1−2x)+f(x)<1 is |
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Answer» Let f:R→R, f(x)=1−x−4x3, then the number of integral value(s) of x ∈[0,4] satisfying the inequality 4f3(x)+f(1−2x)+f(x)<1 is |
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