Question

Evaluate (4 * 2³) * (5n³ * 2).

Answer 1

To simplify the expression (4 * 2³) * (5n³ * 2), we first evaluate 2³ as 8, multiply it by 4 to get 32, and then multiply 5n³ by 2 to get 10n³. Multiplying these two results together gives the final answer of 320n³.

Step-by-step explanation:

To evaluate the expression (4 * 2³) * (5n³ * 2), let's start by simplifying each part separately:

• First, calculate 2³, which is 2*2*2, giving us 8.
• Next, multiply 4 by 8, to get 32.
• Now, look at 5n³ * 2, which simplifies to 10n³ since 5 * 2 = 10.

Finally, we multiply the two results together:
32 * 10n³ = 320n³

The term 320n³ represents the simplified form of the original expression.