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Let the primitive of sin(lnx), x>0 be of the form f(x)(sing(x)−cosh(x))+C, where C is constant of integration. If a=limx→2f(x), b=g(e5)+g(e3)−6 and g(1)=h(1)=0, then point (a,b) lies on the curve(s) |
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Answer» Let the primitive of sin(lnx), x>0 be of the form f(x)(sing(x)−cosh(x))+C, where C is constant of integration. If a=limx→2f(x), b=g(e5)+g(e3)−6 and g(1)=h(1)=0, then point (a,b) lies on the curve(s) |
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