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Given 30-60-90 triangle

Hypothenuse = qSqrt3

Short side, opposite 30 => pSqrt2

Long side, opposite 60 => pSqrt6

 

Find value of p and q

 Nov 21, 2023
edited by alexcardenas  Nov 21, 2023
 #1
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Here is the processed version.

 

Given \(30-60-90\) triangle,

Hypotenuse \(=\) \(q\sqrt3\)

The short side that is opposite of the \(30\) degree angle is \(p\sqrt2\)

And the long side that is opposite to the \(60\) degree angle is \(p\sqrt6\)

 

Find the values of \(p\) and \(q.\)

 

Anyways, \(2p\sqrt2 = q\sqrt3\), techincally, there is 1 equation and 2 variables, making this problem more difficult to solve.

 

I'm going to have this problem solved by someone else (Because unfortunately, I must do my homework). 

 Nov 21, 2023

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