Use the power-of-a-power rule: (am)n = am\cdot n.
Apply it to (k6)8:
(k6)8 = k6\cdot 8 = k48.
So the expression simplified to a single exponent is k48.
Simplify (k^6)^8 using the exponent rule (a^m)^n = a^{m·n}. Step-by-step result: (k^6)^8 = k^{48}.
Use the power-of-a-power rule: (am)n = am\cdot n.
Apply it to (k6)8:
(k6)8 = k6\cdot 8 = k48.
So the expression simplified to a single exponent is k48.
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