A postage stamp is shaped like a rectangle with a perimeter of 88 millimeters. The length (x) is 10 millimeters less than twice the width (y). The system of equations shown below represents this situation. x = 2y - 10
2x + 2y = 88
Which statement is true?
Question 4 options:
The width of the stamp is 1 millimeters
The length of the stamp is 36 millimeters
The width of the stamp is 8 millimeters less than the length.
The length of the stamp is 10 millimeters greater than the width
1 answer:
Length = x, width = y x = 2y - 10....so sub in 2y - 10 for y back in the other equation 2x + 2y = 88 2(2y - 10) + 2y = 88 4y - 20 + 2y = 88 4y + 2y = 88 + 20 6y = 108 y = 108/6 y = 18 x = 2y - 10 x = 2(18) - 10 x = 36 - 10 x = 26 so the length (x) is 26 mm and the width (y) is 18 mm The width of the stamp is 8 mm less then the length (26 - 18 = 8)
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