If n = 8 and 162m = 4n + 8, then what is m?

To solve for m, we first plug in the value of n into the equation. We have:

162m = 4n + 8

Substituting n = 8:

162m = 4(8) + 8

Calculating the right side:

162m = 32 + 8

162m = 40

Now, to isolate m, we divide both sides by 162:

m = 40 / 162

This fraction can be simplified by finding the greatest common divisor of 40 and 162, which is 2:

m = 20 / 81

Thus, the value of m is:

m = 20/81

More Related Questions