Question

If 3612 – m – 62m, what is the value of m?
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Answer 1

To find the value of m, we can solve the given equation: 3612 - m - 62m. Combining the m terms, we have: 3612 - 63m. Since no other operations are indicated, we assume this is an equation and set it equal to zero. Now, let's solve for m: Subtracting 3612 from both sides, -63m = -3612. Dividing both sides by -63, m = 57.33.

Step-by-step explanation:

To find the value of m, we can solve the given equation:

3612 - m - 62m

Combining the m terms, we have:

3612 - 63m

Since no other operations are indicated, we assume this is an equation and set it equal to zero:

3612 - 63m = 0

Now, let's solve for m:

Subtracting 3612 from both sides:

-63m = -3612

Dividing both sides by -63:

m = 57.33

Answer 2

3612 - 63 m

Step-by-step explanation:

3612 – m – 62m

We cannot find the value of m, but we can simplify the expression

3612 – m – 62m

3612 - 63 m