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What is the value of sin A?

What is the value of sin A?-example-1

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Sine is opposite over hypotenuse so we'd have 7 over the square root of 130. The square root of 130 is 11.4017 approximately so you should have 7 over 11.4017 (you can leave out the one and the seven) Does this help you?
User HBN
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3 votes

Answer:

0,61

Explanation:

According trigonometry, we have the next relations


Sen \theta = (side-opossite)/(hypotenuse)

In our case and according the picture, we have


Sen A = (side-opossite)/(hypotenuse) = (7)/(√(130))


Sen A = 0,61

User LCB
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