To determine the value of N, we can set up an equation.
The equation can be written as (8)(N^3) = (8)(12^2).
Simplifying, we have 8N^3 = 8 * 144.
Dividing both sides of the equation by 8, we get N^3 = 144.
Taking the cube root of both sides, we find N = ∛144 ≈ 4.19.
Therefore, the value of N is approximately equal to 4.19.
Evaluate the following to determine the value of N. (8)n small three at the top of the eight. = 8 small 12 on top of the second eighth. Would the answer be in equals 9N equals four and equals two or N equals one
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