If the 1st & nth term of the GP are a & b & if p is the product of n terms. Prove that p^2=(ab)^n

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If first and nth term of a GP are a and b. If P is product of n terms, prove that P^2=(ab)^n. If first and nth term of a GP are a and b. If P is product of n terms, prove that P^2=(ab)^n.
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If first term & nth term of GP are a & b & P is product of first n terms, then Prove that 𝐏^𝟐=(πšπ›)^𝐧 If first term & nth term of GP are a & b & P is product of first n terms, then Prove that 𝐏^𝟐=(πšπ›)^𝐧