Step-by-step explanation: One possible example related to this information is that if x = 10, then m2H = 62. If we also know that the sum of the interior angles of a trapezoid is 360 degrees, we can set up the equation (6y-8) + (6y-8) + 68 + (5x+12) = 360 and solve for y, which equals 19. X equals to 32 because we can substitute y with 19 in the equation 5x+12 = 2(6y-8) + 68 and solve for x, which equals to 32. Therefore, the dimensions of the trapezoid are known."
Answers & Comments
Value of X is 11 & the value of Y is 20.
Answer: y=19, x = 32
Step-by-step explanation: One possible example related to this information is that if x = 10, then m2H = 62. If we also know that the sum of the interior angles of a trapezoid is 360 degrees, we can set up the equation (6y-8) + (6y-8) + 68 + (5x+12) = 360 and solve for y, which equals 19. X equals to 32 because we can substitute y with 19 in the equation 5x+12 = 2(6y-8) + 68 and solve for x, which equals to 32. Therefore, the dimensions of the trapezoid are known."