A multiply operation is designed to "undo" a divide operation. The problem statement with a "divided by n" in it is the problem statement ...
A) m/n = p After multiplying by n, you would have
m = n*p which is the desired solution for that problem statement.
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B) m - n = p
m = p + n (add n to both sides)
C) mn = p
m = p/n (divide both sides by n)
D) m + n = p
m = p - n (subtract n from both sides)
If you master these solutions, you are well on your way to solving any algebra problem involving linear equations.
A) m/n = p After multiplying by n, you would have
m = n*p which is the desired solution for that problem statement.
_____
B) m - n = p
m = p + n (add n to both sides)
C) mn = p
m = p/n (divide both sides by n)
D) m + n = p
m = p - n (subtract n from both sides)
If you master these solutions, you are well on your way to solving any algebra problem involving linear equations.