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If the shortest sides of a 30° -6° -90° is too then the hypothenuse is

If the shortest sides of a 30° -6° -90° is too then the hypothenuse is-example-1
User Default
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The side opposite to the smallest angle is the the shortest.

The triangle can be drawn as,

The hypotenuse can be determined as,


\begin{gathered} \cos 60=(2)/(h) \\ h=(2)/(\cos 60) \\ h=4 \end{gathered}

Thus, the hypotenuse of the triangle is 4.

If the shortest sides of a 30° -6° -90° is too then the hypothenuse is-example-1
User Pritesh Bhoi
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