The expression
(16s3t5)3/2(64s2t3)2/3\displaystyle {\frac{{{\left({16}{s}^{{-{3}}}{t}^{{{5}}}\right)}^{{{3}/{2}}}}}{{{\left({64}{s}^{{{2}}}{t}^{{-{3}}}\right)}^{{{2}/{3}}}}}}

equals ntasb\displaystyle {n}\frac{{t}^{{a}}}{{s}^{{b}}} where
n, the coefficient, is:  
a, the exponent of t, is:  
b, the exponent of s, is: