If tan x = .67 and cos x = .83, what is sin x?
Hint: Remember that tan x = sin x / cos x.
Also, write it as|dw:1348069798438:dw| \[\tan \theta = \frac{67}{100}\] and \[\cos \theta = \frac{83}{100}\] And use \(\theta\) , not \(x\) for angles Now use right triangle trigonometry:
tan = sin / cos sin = tan * cos
@Hero It's standard to call the angle as theta, but it's really just personal preferences.
Yeah but that's why students get confused because the unknown side of the triangle is usually labeled \(x\)
@Hero tyteen is right
I don't need anyone to tell me who is right. I'm also right as well. It's called "perspective".
x is written mostly when it is in radians
It's not my fault that they decided to use x to represent such quantities. "The mathematicians" with all of the different symbols they use could have thought of a symbol besides x to represent radians
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