Question

In triangle PQR , angle Q = 120° , seg PS perpendicular line QR
S-Q-R If PQ=8 cm and QR=6cm,
what is the length of SR​

Answer 1

Answer:

Let PQ = x

and QS = y

Now, we can take a point T on SR where ST = QS = y,

1. Now in triangle PQT (as mentioned Below)

\begin{gathered}PS \perp QT \ \textrm{and} \ QS = ST \\\end{gathered}

PS⊥QT and QS=ST

so that triangle PQT is an isosceles

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