What is the best approximation of the length of segment QR?

we are given
S=80
RS=2
we can use tangent formula
[tex] tan(S)=\frac{QR}{RS} [/tex]
[tex] tan(80)=\frac{QR}{2} [/tex]
now, we can find QR
[tex] QR=2*tan(80) [/tex]
we will get
[tex] QR=11.34cm [/tex]...........Answer
From the given diagram we have,
[tex] tan 80=\frac{QR}{Rs} [/tex]
[tex] 5.67=\frac{QR}{2} [/tex]
[tex] 5.67*2=\frac{QR}{2} *2 [/tex] Multiplying 2 to each sides
11.34= QR
So, the length of QR is 11.34 cm