Verified Answer :

8s-3s=5s
5s=110
Divide both sides by 5 => s=22
RZS = 3s = 3(22) = 66
TZS= 8s = 8(22) = 176

From the given information , the angles RZS and angle TZS are

m<RZS=30°

m<TZS=80°

Given :

angle RZT=110, angle RZS=3s, and angle TZS=8s

From the given information we can see that

\(m

Substitute the given values and solve for 's'

\(m

Combine like terms

\(110=11s\\Divide \; by \; 11\\s=10\)

Substitute the value s=10 to find angles RZS  and TZS

\(m

m<RZS=30°

m<TZS=80°

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