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The watermark is a cord located 0.7cm from the center of a circular ring that has a 2.5 cm radius.what is the length of the chord to the nearest tenth?
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The watermark is a cord located 0.7cm from the center of a circular ring that has a 2.5 cm radius.what is the length of the chord to the nearest tenth?
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Mar 7, 2021
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The watermark is a cord located 0.7cm from the center of a circular ring that has a 2.5 cm radius.what is the length of the chord to the nearest tenth?
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Jon Davis
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You need to use the Pythagorean Theorem
X^2 + 0.7^2 = 2.5 ^2
X^2 = 2.5^2 - 0.7^2
X= √ 5.76
X= 2.4
2.4 × 2 = 4.8
Answer: 4.8
Salman Ghumsani
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Mar 12, 2021
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Salman Ghumsani
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