Consider the given situation and answer the following questions below. In some situations, you can apply the theorems in similar triangles in finding the distance. Let say, a man have to check the...


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Consider the given situation and answer the following questions below.<br>In some situations, you can apply the theorems in similar<br>triangles in finding the distance.<br>Let say, a man have to check the schedule of every barangay in<br>the information center. The 200-m path to the information<br>center and the 400-m path to the boat rental dock meet a right<br>angle in the parking lot. He walks straight from the parking lot<br>to the lake as shown, where a sign tells him that he is 320 m<br>Parking<br>200 m<br>Man<br>400 m<br>form the dock.<br>a.) How far is a man form the information center?<br>b.) What is the equation to represent the situation?<br>c.) If a man will go back to the parking lot from the<br>information center. What is total distance did he walked?<br>

Extracted text: Consider the given situation and answer the following questions below. In some situations, you can apply the theorems in similar triangles in finding the distance. Let say, a man have to check the schedule of every barangay in the information center. The 200-m path to the information center and the 400-m path to the boat rental dock meet a right angle in the parking lot. He walks straight from the parking lot to the lake as shown, where a sign tells him that he is 320 m Parking 200 m Man 400 m form the dock. a.) How far is a man form the information center? b.) What is the equation to represent the situation? c.) If a man will go back to the parking lot from the information center. What is total distance did he walked?

Jun 04, 2022
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