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Let f be a function defined implicitly by the equation 1−ef(x)1+ef(x)=x and g be the inverse of f. If g′′(ln3)−g′(ln3)=pq, where p and q are relatively prime, then the value of p+q is |
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Answer» Let f be a function defined implicitly by the equation 1−ef(x)1+ef(x)=x and g be the inverse of f. If g′′(ln3)−g′(ln3)=pq, where p and q are relatively prime, then the value of p+q is |
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