Prove or disprove: $$\text { If } a \text { and } b \text { are rational numbers (not equal to zero), then } a ^ { b } \text { is rational. }$$

Name: Prove or disprove: \[\text { If } a \text { and } b \text { are rational numbers (not equal to zero), then } a ^ { b } \text { is rational. }\]
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The Answer of Prove or disprove: $$\text { If } a \text { and } b \text { are rational numbers (not equal to zero), then } a ^ { b } \text { is rational. }$$

Prove or Disprove If a and b are rational numbers (not equal to zero), then ab is rational. \text { If } a \text { and } b \text { are rational numbers (not equal to zero), then } a ^ { b } \text { is rational. } If a and b are rational numbers (not equal to zero), then ab is rational.

Prove or Disprove $\text { If } a \text { and } b \text { are rational numbers (not equal to zero), then } a ^ { b } \text { is rational. }$