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Question 006A: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. A Dam is in the shape of a Tapezoid. Use the picture below and your calculator to determine the Width of the Right Side of the Dam. The 4 corners of the dam are (-25,40), (-15,0), (15,0), and (25,40) 48 25, 40) 2s, 40) 32 24 16 6-15, e 15,0) 16 24 12 24 16 32 y =x+ 40 O y= -4x - 60 O y= Ox + 20 O y = 4x - 60 QUESTION 10 Question 006C: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. The Dam has a maximum height of 40 m. Find the formula for the depth that the water can be. Depth = Max Height - y Depth = 25 - y O Depth = 15 - y O Depth = S-y O Depth = 40 - y QUESTION 11 Questoin 006B: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. Now that you have a formula for the width of the right side of the dam, get the letter "x" by itself, then multiply by two to get the width for the entire dam. Width =y+ 15 -1 Width = 8y- 60 Width = +30 Width = 5y-24

Question 006A: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. A Dam is in the shape of a Tapezoid. Use the picture below and your calculator to determine the Width of the Right Side of the Dam. The 4 corners of the dam are (-25,40), (-15,0), (15,0), and (25,40) 48 25, 40) 2s, 40) 32 24 16 6-15, e 15,0) 16 24 12 24 16 32 y =x+ 40 O y= -4x - 60 O y= Ox + 20 O y = 4x - 60 QUESTION 10 Question 006C: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. The Dam has a maximum height of 40 m. Find the formula for the depth that the water can be. Depth = Max Height - y Depth = 25 - y O Depth = 15 - y O Depth = S-y O Depth = 40 - y QUESTION 11 Questoin 006B: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. Now that you have a formula for the width of the right side of the dam, get the letter "x" by itself, then multiply by two to get the width for the entire dam. Width =y+ 15 -1 Width = 8y- 60 Width = +30 Width = 5y-24

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 67E
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Question 006A: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. A Dam is in the shape of a Tapezoid. Use the picture below and your calculator to determine the Width of the Right Side of the Dam. The 4 corners of the dam are (-25,40), (-15,0), (15,0), and (25,40) 48 25, 40) 2s, 40) 32 24 16 -15, e 15,0) 16 24 32 2 16 24 y =x+ 40 O y = -4x - 60 O y = Ox + 20 O y = 4x - 60 QUESTION 10 Question 006C: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. The Dam has a maximum height of 40 m. Find the formula for the depth that the water can be. Depth = Max Height - y Depth = 25 - y Depth = 15 -y O Depth = S-y O Depth = 40 - y QUESTION 11 Questoin 006B: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. Now that you have a formula for the width of the right side of the dam, get the letter "x" by itself, then multiply by two to get the width for the entire dam. Width =y+ 15 -1 -y-60 Width = Width = y+ 30 Width = 5y-24
Transcribed Image Text:Question 006A: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. A Dam is in the shape of a Tapezoid. Use the picture below and your calculator to determine the Width of the Right Side of the Dam. The 4 corners of the dam are (-25,40), (-15,0), (15,0), and (25,40) 48 25, 40) 2s, 40) 32 24 16 -15, e 15,0) 16 24 32 2 16 24 y =x+ 40 O y = -4x - 60 O y = Ox + 20 O y = 4x - 60 QUESTION 10 Question 006C: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. The Dam has a maximum height of 40 m. Find the formula for the depth that the water can be. Depth = Max Height - y Depth = 25 - y Depth = 15 -y O Depth = S-y O Depth = 40 - y QUESTION 11 Questoin 006B: Complete the following questions involving the amount of Force that is exerted on a Dam when holding back a fluid. Now that you have a formula for the width of the right side of the dam, get the letter "x" by itself, then multiply by two to get the width for the entire dam. Width =y+ 15 -1 -y-60 Width = Width = y+ 30 Width = 5y-24
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