CEMC.UWATERLOO.CA I The CENTRE for EDUCATION in MATHEMATICS and COMPUTING Problem of the Week Problem D The Largest Square Three squares are placed side by side with the smallest square on the left and the largest square on the right. The bottom sides of the three squares form a horizontal line. The side length of the smallest square is 5 units, and the side length of the medium-sized square is 8 units. If the top-left corner of each square all lie on a straight line, determine the side length of the largest square.

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CEMC.UWATERLOO.CA I The CENTRE for EDUCATION in MATHEMATICS and COMPUTING
Problem of the Week
Problem D
The Largest Square
Three squares are placed side by side with the smallest square on the left and the
largest square on the right. The bottom sides of the three squares form a
horizontal line.
The side length of the smallest square is 5 units, and the side length of the
medium-sized square is 8 units. If the top-left corner of each square all lie on a
straight line, determine the side length of the largest square.
Transcribed Image Text:CEMC.UWATERLOO.CA I The CENTRE for EDUCATION in MATHEMATICS and COMPUTING Problem of the Week Problem D The Largest Square Three squares are placed side by side with the smallest square on the left and the largest square on the right. The bottom sides of the three squares form a horizontal line. The side length of the smallest square is 5 units, and the side length of the medium-sized square is 8 units. If the top-left corner of each square all lie on a straight line, determine the side length of the largest square.
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