Beginning Algebra
Rewrite the repeated multiplication 2×2×2×2×22\(\times\)2\(\times\)2\(\times\)2\(\times\)2 using exponent notation.
Use the product rule to simplify 53⋅525^3\(\cdot\)5^2.
Simplify (2x2y)3\(\left\)(2x^2y\(\right\))^3 fully, applying the power-of-a-product and power-of-a-power rules where appropriate.
Compute (−2)15\(\left\)(-2\(\right\))^{15}.
Simplify (2a3b2)2⋅a4b\(\left\)(2a^3b^2\(\right\))^2\(\cdot\) a^4b.
