The perimeter of the triangle in simplest form is:
23X + 48X + 94X - 38X + 73X - 48X + 5 = 247X + 5
The difference between the perimeter of the largest triangle and the smallest triangle is:
(94X + 73X + 5) - (23X - 38X - 48X) = 94X + 73X + 5 - 23X + 38X + 48X = 242X + 5
Therefore, the perimeter of the largest triangle is 247X + 5 and the perimeter of the smallest triangle is 5.
Write an expression in simplest form for the perimeter of each triangle write another expression in simplest form that shows the difference between the perimeter of the largest triangle and the perimeter of the smallest triangle. Find the perimeter of each triangle one X equals 23X plus 48X plus 94X minus 38X plus 73X minus 48X +5.
1 answer