Answer:
by applying the quotient of a power law
4. p⁴⁵/p²⁸
let m = 45, n = 28. since m>n
then
p^m-n
p^45-28
= p^17
5. 6¹/6⁵
let m= 1, n=5, since n<m
6^n-m
6^5-1
=6^4
notice that p^n, or variable with the highest exponent is in the denominator, then
1/6⁴
= 1/1296
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Answers & Comments
Answer:
by applying the quotient of a power law
4. p⁴⁵/p²⁸
let m = 45, n = 28. since m>n
then
p^m-n
p^45-28
= p^17
5. 6¹/6⁵
let m= 1, n=5, since n<m
then
6^n-m
6^5-1
=6^4
notice that p^n, or variable with the highest exponent is in the denominator, then
1/6⁴
= 1/1296