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If tanθ = 1/3 , then secθ = ?
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\[\sin^2x +\cos^2x=1.\]
Tangent = Opposite / Adjacent (So the missing side is the Hypotenuse, opposite=1, adjacent=3) You know that: (Opposite Side)\(\large\color{black}{ ^2 }\)+(Adjacent Side)\(\large\color{black}{ ^2 }\)=(Hypotenuse)\(\large\color{black}{ ^2 }\) Now, plug in your values \(\large\color{black}{ 1^2+3^2=x^2 }\) (Labeling the hypotenuse with 'x' since it is the unknown)
Can you find the hypotenuse for me please?
would it be 100?
I don't know how you get 100 for the hypotenuse.
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