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Let, f(x)={[x], −2≤x≤−1|x|+1, −1<x≤2 and g(x)={[x], −π≤x≤0sinx, 0<x≤π, then the number of integral points in the range of g(f(x)) is |
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Answer» Let, f(x)={[x], −2≤x≤−1|x|+1, −1<x≤2 and g(x)={[x], −π≤x≤0sinx, 0<x≤π, then the number of integral points in the range of g(f(x)) is |
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