The figure below shows a triangular piece of cloth: Triangle ABC has angle ABC equal to 90 degrees and angle BAC equal to 32 degrees. Length of AC is 6 inches. What is the length of the portion BC of the cloth?

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The figure below shows a triangular piece of cloth: Triangle ABC has angle ABC equal to 90 degrees and angle BAC equal to 32 degrees. Length of AC is 6 inches. What is the length of the portion BC of the cloth?

Mathematics
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@stacy.reed08
6 cos 32° 6 sin 32° cos 32 degrees divided by 6 sin 32 degrees divided by 6

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Other answers:

ok so im given the hypotenuse
perfect, what else are you given?
the angle for the adjacent?
think of it in terms of what you want to find, not what you know already. You know an angle...how is that angle related to side BC?
ohh would the side measure the same as the angle or double?
|dw:1440106858952:dw|
So it would be double the angle degree?
in terms of the angle and missing side x, are they next to each other or across from each other?
across from each other
so then we have the opposite!
you got it!
so it would be cosine then
SOH CAH TOA
Omg im so stupid
6 sin 32
yes, you told me before that 6 was the hypotenuse and then you just discovered the angle and the missing side were opposite. so you would use sine.
Ok lol thanks so much!

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