evaluate cot ( Cos^-1( -15/17)) enter your answer as a fraction using the slash bar (/)
inverse cosine means it's going to give you the angle that yields that ratio of sides. Cos is adjacent over hypotenuse, so draw a triangle with -15 as the adjacent side and 17 as the hypotenuse: |dw:1337006646320:dw|
Now, simply use the pythagorean theorem to solve for the third side.
And then use the definition of cot = adjacent over opposite.
i tried but gave me 6/4 I'm lost :/
Show me the math you did for solving for the third side.
Pythagorean theorem: a^2 + b^2 = c^2
is in the trash :/
|dw:1337006499971:dw| Finding the third side: \[\Large x=\sqrt{17^2-15^2}\]
lols, okay. Well try it again.
i don't have the calculator anymore :( and im helping my bro with his Work
Use google as a calculator =) Or use wolframalpha.com
hint: to do square roots, type sqrt(whatever)
:(
Don't pout at me. Gimme some effort.
\[\Large 17^2 =\left( 15+2 \right)^2=225+60+4\]
289 but i need it in fractions
\[x= \sqrt{289-225}\]
-_-
x is the third side.... first find it the you can solve for cotangent
still dont get it -_______________________-
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