\(k,125^5:25^3=5^{15}:5^6=5^9\\ l,27^6:9^3=3^{18}:3^6=3^{12}\\ m,4^{20}:2^{15}=2^{40}:2^{15}=2^{25}\\ n,24^n:2^n=3^n\cdot2^{3n}:2^n=3^n\cdot2^{2n}=12^n\\ p,64^4\cdot16^5:4^{20}=2^{24}\cdot2^{20}:2^{40}=2^4\\ q,32^4:8^6=2^{20}:2^{18}=2^2\)
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