Intermediate Algebra
Evaluate (−3)4\(\left\)(-3\(\right\))^4.
Rewrite the repeated multiplication 2×2×2×2×22\(\times\)2\(\times\)2\(\times\)2\(\times\)2 using exponent notation.
Simplify (3x2)3⋅(3x)2(3x^2)^3 · (3x)^2 completely.
Simplify (2a3b2)2⋅a4b\(\left\)(2a^3b^2\(\right\))^2\(\cdot\) a^4b.
Which explanation correctly justifies why (am)n=am⋅n\(\left\)(a^{m}\(\right\))^{n}=a^{m\(\cdot\) n} using repeated multiplication?
