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If cot θ = 3/4 and the terminal point determined by θ is in quadrant 3, then:
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well you should know cot = 1/tan so if cot = 3/4 then tan = 4/3 draw a diagram using the information |dw:1414995391664:dw| then you can find sin
opps forgot |dw:1414995556137:dw|
ok so d. tan 4/3 would be one of them
I think there are 2 solutions to the problem
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and you are correct about tan
Yes there is more than one solution. Pythagoras theorem is a^2 = b^2 + c^2 right?
yes, you need to find the hypotenuse so you can look at sin, cos and csc
I think that tan θ = 4/3. sin θ = -4/5. cos θ = -3/5, csc θ = -5/4, sec θ = -5/3 Would that make the answers B. and D.
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