24a^(5) / (6a^(-3))
To simplify this expression, we can use the properties of exponents:
24a^(5) / (6a^(-3)) = 24a^(5) * a^(3) / 6
Now we can combine the terms with the same base:
= 24 * a^(5 + 3) / 6= 24a^(8) / 6= 4a^(8)
Therefore, 24a^(5) / (6a^(-3)) simplifies to 4a^(8).
24a^(5) / (6a^(-3))
To simplify this expression, we can use the properties of exponents:
24a^(5) / (6a^(-3)) = 24a^(5) * a^(3) / 6
Now we can combine the terms with the same base:
= 24 * a^(5 + 3) / 6
= 24a^(8) / 6
= 4a^(8)
Therefore, 24a^(5) / (6a^(-3)) simplifies to 4a^(8).