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if $wx = t + 60$ and $wz = 3t$, solve for t 90 30 45 60

Question

if $wx = t + 60$ and $wz = 3t$, solve for t
90
30
45
60

Explanation:

Step1: Set lengths equal (angle bisector theorem)

$WX = WZ$

Step2: Substitute given expressions

$t + 60 = 3t$

Step3: Isolate t terms

$60 = 3t - t$

Step4: Simplify and solve for t

$60 = 2t \implies t = \frac{60}{2}$

Answer:

30