In order for a square to fit in a circle, the diagonal of the square can't be greater than the diameter of the circle.
The diagonal of any square is (length of side) times √2 . The diagonal of THIS square is (1.5) x (√2) = 2.12 inches. The diameter of the hole is 2 inches. The peg will not fit into it.
The square peg with a diagonal of approximately 2.12 inches will not fit into the round hole with a diameter of 2 inches since the diagonal is greater than the hole's diameter. Therefore, the peg is too large to fit. No fitting occurs when the diagonal exceeds the hole's measurement.
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jawaban. Alea putri Irmansyah Penjelasan:kelas 7B