Find the pronumeral. In a parallelogram the 4 angles are (3m+16), (4n-16), 68 and 68. Find the pronumeralsm and n and write the equation for the problem
To find the pronumerals "m" and "n" in the given parallelogram, we can use the fact that the opposite angles in a parallelogram are equal.
Given that the four angles in the parallelogram are (3m + 16), (4n - 16), 68, and 68, we can set up the equation:
(3m + 16) = (4n - 16)
Now, let's solve for "m" using the equation:
3m + 16 = 4n - 16
To simplify the equation, let's move the variables to one side and constants to the other side:
3m - 4n = -32
Therefore, the equation for the problem is: 3m - 4n = -32.
Now, this equation has infinitely many solutions since we have two unknowns "m" and "n" but only one equation. We cannot find unique values for both "m" and "n" without additional information or constraints.