For non-zero integers a and b, (π Γ π)πΒ = ππΒ Γ ππ, where m is an integer.
For example,
(2 Γ 3)2Β = 22Β Γ 32.
The term (π Γ π)πΒ is read as a raised to b the whole raised to m.
What is the Power of quotient property?
For non-zero integers a and b, (π Γ· π)πΒ = ππΒ Γ· ππ, where m is an integer.
For example,
(2 Γ· 7)2Β = 22Β Γ· 72.
The term (π Γ· π)πΒ is read as a divided by b the whole raised to m.
Summary
Power of Product Property | For non-zero integers a and b, (π Γ π)πΒ = ππΒ Γ ππ,where m is an integer. |
Power of Quotient Property | For non-zero integers a and b, (π Γ· π)πΒ = ππΒ Γ· ππ,where m is an integer. |