Simplify the following equation.
(3m/4-2)+9
To simplify the equation "(3m/4-2)+9", first simplify the expression within the parentheses:
(3m/4-2)+9 can be rewritten as (3m/4-2)+(9/1).
Next, find a common denominator to combine the fractions within the expression:
The common denominator is 4.
Rewriting the fractions with the common denominator:
(3m/4-2)+(9/1) = (3m/4-8/4)+(9/1).
Now, combine the fractions:
(3m-8+9)/4 = (3m+1)/4.
Therefore, the simplified equation is (3m+1)/4.
To simplify the equation (3m/4 - 2) + 9, you can start by combining like terms.
First, simplify the expression within the parentheses (3m/4 - 2):
Multiply 3m/4 by the common denominator, which is 4, to eliminate the fraction:
(3m/4) * (4/1) = (3m * 4)/(4 * 1) = 12m/4
Now, simplify the expression:
(12m/4 - 2) + 9
Next, combine the like terms:
12m/4 - 2 = 3m - 2
Now you can rewrite the equation with the simplified expression:
(3m - 2) + 9
Finally, simplify the equation by combining like terms:
3m + 9 - 2 = 3m + 7
The simplified equation is 3m + 7.