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In triangle ,  and angle  is equal to  Point  is on  so that  bisects 

(a) Prove that .

(b) Let  and let . Using similar triangles  and , write an equation involving  and .

(c) Let . Write the equation from Part (b) in terms of  and find 

(d) Find  and  using Parts a-c. (Do not use your calculator!)

 
 Jun 3, 2021

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