Name My Homework 8°8(D),8.1(B) For Exercises 1 and 2, determine whether the triangles are similar. if so, write a similarity statement. (Example 1) Q R T s v 3. How tall is the building? (Example2) hft 4. HOW tall is the taller flagpole? (Example2) hfti €., 50ff 50ff 12.5 ff 6ft . How far is it from the log ride to the pirate 6. Determine the height of the brace. (Example3) ship? (Example 3) _ 12m 8rn i .... <L\. 9 ft ) - ÿ)>. h ÿJ-21?-.,. 15ft o Use a Problem=£olving Model The Giant Wheel at Cedar Point in Ohio is one of the tallest Ferris wheels in the country at 136 feet tall. If the Giant Wheel casts a 34-foot shadow, write and solve a proportion to determine the height of a nearby man who casts an 18-inch shadow. Lesson 2 Angle-Angle Similarity.f Triangles 125 ir o Find the Error Sara is determining the height of the lighthouse shown in the diagram. Find her mistake and correct it. xft \ ill Problems Higher-OrderThinking ____J 9. Create Write and solve a real-world problem involving indirect measurement. I0. Evaluate You cut a circular hole linch in diameter in a piece of cardboard. l With the cardboard 30 inches from your face, the moon fits exactly into the circular hole. The moon is about 240,000 miles from Earth. Is the moon's diameter more than 1,500 miles? Explain. 11. Analyze What measures must be known in order to calculate the height of tall objects using shadow reckoning? 12. Evaluate Mila wants to estimate the height of a statue in a local park. Mila's height-and both shadow lengths are shown in the diagram. Is an estimate of 15 feet reasonable for the statue's height? Justify your answer. 6ft Oÿrÿ ÿ'aCÿt..1ÿ,ÿ, Download moÿe Extra Practice at connectED.mcgraw-MILcom. 12ft