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정사각형에 정사각형을 내접시키래요. 한 점은 준대요.

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여백의 미.

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일단 길이를 이동시켜요.

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이렇게.

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그러면 선을 잇고 수선으로 그을 수 있어요.

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두번째 방법은 원의 반지름을 이용한 방법이에요.

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답이 될 수 있죠.

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사각형에 접하는 원이에요.

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문제에 나온대로 그리자면 원의 중심은 이 선 위에 있을 거에요.

viewimage.php?id=20bcc42e&no=24b0d769e1d32ca73cee84fa11d02831cd949b6924735c7cb75a680f5f9d0fc88d8df81aa989ecf88b3d1e9deada9c7ad08bfbbbbdc284f8331789ba05d49e

그럼 원의 현 성질을 이용해줘요.

viewimage.php?id=20bcc42e&no=24b0d769e1d32ca73cee84fa11d02831cd949b6924735c7cb75a680f5f9d0fc88d8df81aa989ecf88b3d1e9deada9c7ad08bfbefbb9282a334178bba05d49e

두번째 방법도 원리는 같아요.

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어떤 선분을 수직이등분 하고 있는지 보이죠.


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더 잘보이죠.

viewimage.php?id=20bcc42e&no=24b0d769e1d32ca73cee84fa11d02831cd949b6924735c7cb75a680f5f9d0fc88d8df81aa989ecf88b3d1e9deada9c7ad08bfbeeec91d6ab62418fba05d49e

그래서 이것도 답이 되요.

viewimage.php?id=20bcc42e&no=24b0d769e1d32ca73cee84fa11d02831cd949b6924735c7cb75a680f5f9d0fc88d8df81aa989ecf88b3d1e9deada9c7ad08bfbe1e992d1a23242d9ba05d49e

얘는 네 개 있어요.


그럼 바이바이~