What suitable functions of P and Q which could be plotted against each other to obtain straight line graphs in the following cases: (a) Q = a P^n. (b) Q^m = a P^n. (c) Q = a b^p (d) Q^2 = a(P^2 - b^2)/P (e) Q = a p + b + p^2.
a) "Q \\space vs\\space P^n"
b) "Q^m \\space vs\\space P^n"
c) "log_b{Q} \\space vs\\space P" (obtained from applying the logarithm to the both sides of the "Q = ab^P" ).
d) "Q^2 \\space vs\\space P-\\dfrac{b^2}{P}"
e) "Q \\space vs\\space P^2 + aP"
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