Question

Find the missing factor C that makes the equality true. 12x^5=(4x^2)(C)

Answer 1

Solving the equality, it is found that the missing factor that makes the equality true is C = 3x³.

What is the missing factor of an equality?

It is the same as the variable that we want to find the value, generally called x, hence we just solve the equality.

In this problem, the equality is:

$(4x^2)C = 12x^5$

Hence:

$C = \frac{12x^5}{4x^2}$

$C = 3x^3$

Thus, the missing factor that makes the equality true is C = 3x³.

You can learn more about missing factors at https://brainly.com/question/24348029