given that for a reaction of first order n,the integrated form of the rate equation is : k=(1/t(n1))[1/(C^{n1})  1/(C_{0}^{n1})] where c_{0} and c are the values of the reactant concentration at the start of time t ...what is the relationship between t_{3/4} and t_{t/2} where t_{3/4} is the time required for c to become 1/4C_{0}?
a)t_{3/4} =t_{1/2}[2^{n1} +1]
b)t_{3/4} =t_{1/2}[2^{n1} 1]
c)t_{3/4} =t_{1/2}[2^{n+1} 1]
d)t_{3/4} =t_{1/2}[2^{n+1} +1]

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