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Find the length of b to the nearest tenth. (Picture included)
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This is a right triangle, so you can use the trig ratios (sine, cosine, tangent). Are you familiar with them?
Yes. I'm not sure which one to use though.
|dw:1462322707956:dw| Since we know of the hypotenuse and we want to know of the opposite side we would use the trig ratio; sin..... \(\huge{\sin(x)=\frac{opposite}{hypotenuse}\rightarrow \sin(60)=\frac{b}{2}}\) Since the known number is in the denominator we would multiply it by sin... \(\Huge{2 \times \sin(60)=x}\)
So 2*0.86=1.72,Is this correct?
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That would be correct ^^
And to the tenth is it 1.7?
Correct ^^
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