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Do you know about the 3,4,5 triangle?
\[ 5^2 = 3^2 + 4^2 \]
no i don't
It is a right triangle since \[ 5^3 = 3^2 + 4^2 \]
\[ \sin(\theta) =\frac 3 5= \frac { opposite}{hypotenuse}\\ \tan(\theta)=\frac { opposite}{adjacent}=\frac 3 4 \]
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Did you get it?
o okay so what does it =?
(sin θ)^2+(cos θ)^2=1 => (3/5)^2+(cos θ)^2=1 => 9/25+(cos θ)^2=1 => (cos θ)^2=1-9/25=16/25 => cos θ= ±√(16/25)=±4/5 => tan θ=sin θ/cos θ=(3/5)/(±4/5) => tan θ=±3/4
have u understood
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