31. Performance Task A diver jumped from a above the water at several different times after diving platform. The image shows her height leaving the platform. 0.25 s, 27 ft 0.5 s, 29 ft 2.0 s, 25 ft 2.75 s, 15 ft 1.5 s, 29 ft Part A Find the equation of the quadratic function that describes the relationship between the diver's time and height. Round to the nearest tenth. Part B How high is the platform the diver jumped from? What is the maximum height reached? Part C From the maximum height, how long does it take the diver to get halfway down? Which part of the dive is faster, from the top to the halfway point, or from the halfway point to the water? Explain.

31. Performance Task A diver jumped from a above the water at several different times after diving platform. The image shows her height leaving the platform. 0.25 s, 27 ft 0.5 s, 29 ft 2.0 s, 25 ft 2.75 s, 15 ft 1.5 s, 29 ft Part A Find the equation of the quadratic function that describes the relationship between the diver's time and height. Round to the nearest tenth. Part B How high is the platform the diver jumped from? What is the maximum height reached? Part C From the maximum height, how long does it take the diver to get halfway down? Which part of the dive is faster, from the top to the halfway point, or from the halfway point to the water? Explain.

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

See similar textbooks

Related questions

Q: The regions in the graph indicate whether a person is obese, overweight, borderline overweight,…

Q: Writing an equation Greg is driving on the highway. He begins the trip with 18 gallons of gas in his…

Q: Car Rental Cost.Car Rental Cost. To rent a car, the Acme Rental Company charges $39.95 per day plus…

A: a.The general equation that expresses y in terms of x1 and x2 is, y=β0+β1x1+ β2x2.Here, it is given…

Q: CHECK YOUR KNOWLEDGE Read, analyze and solve the problem. 1. Kale is tracking the progress of his…

A: Note: Since you have asked multiple questions, we will solve the first question for you. If you want…

Q: Lumen OHM wite an equation for the graph below in point slope form and then solve rewrite in slope-…

Q: Question 1 A rectangle has its length (y) 1.5 metres more than its width (x). The value of the…

A: It is given that, y=x+1.5 and A=1/2×P

Q: Pediatric growth charts suggest a linear relationship between age (in years) and median height (in…

A: Equation of straight line y = mx + c and (y-y1)/(y2-y1) = (x-x1)/(x2-x1) x1 = 2 years, y1 = 35…

Q: Rewrite the following quadratic function y = ‒3x2 + 12x in vertex form by completing the square.…

A: The question has asked about some basic concepts of quadratic equation.

Q: Owners of a recreation area are filling a small pond with water. They are adding water at a rate of…

A: Let's find.

Q: The sale price S on a lawn mower is the difference of the original price P and the amount of…

A: We have, the sale price S on a lawn mower is the difference of the original price P and the amount…

Q: Kala is driving on the highway. She begins the trip with 12 gallons of gas in her car. The car uses…

Q: A mother and daughter decided to register for a social media group. The number of messages received…

Q: A new Car worth $35,000 is depreciating in value by $7000 per year. The mathematical model, which…

A: A new Car worth $35,000 is depreciating in value by $7000 per year. The mathematical model, which…

Q: One estimate for the ideal body weight of a woman is shown below. Use this information to answer…

A: Linear model for the estimate of the ideal weight of a woman using w as ideal body weight(in kgs)…

Q: Translate the statement into an equation. (Use k to represent the constant of variation.) The…

A: We have to form an equation from the given statement.

Q: 5) This chart shows the depth of water at the end of a boat dock. X (Hours) Y (Depth in Ft) midnight…

A: Solve the following

Q: 1. The equation for line G is given by 5y = -2x – 20. Suppose line G is parallel to line R, ar line…

Question

31. Performance Task A diver jumped from a
above the water at several different times after
diving platform. The image shows her height
leaving the platform.
0.25 s, 27 ft
0.5 s, 29 ft
2.0 s, 25 ft
2.75 s, 15 ft
1.5 s, 29 ft
Part A Find the equation of the quadratic
function that describes the relationship
between the diver's time and height. Round to
the nearest tenth.
Part B How high is the platform the diver
jumped from? What is the maximum height
reached?
Part C From the maximum height, how long
does it take the diver to get halfway down?
Which part of the dive is faster, from the top to
the halfway point, or from the halfway point
to the water? Explain.
CR
Cor
qua
wrc
A

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1: Given data in tabular form

VIEW

Step 2: Finding the quadratic equation

VIEW

Step 3: Maximum height reached

VIEW

Step 4: Time taken to reach half the distance and zero height

VIEW

Solution

VIEW

Trending now

This is a popular solution!

Step by step

Solved in 5 steps with 5 images

SEE SOLUTION Check out a sample Q&A here

Similar questions

3. Jay is driving home from his family's lake house which is 398 miles away from where he lives. He drives at an average speed of 58 miles per hour. Write a linear function that represents Jay's total distance from home, D(t), after t hours. a. b. How far away from home is Jay after driving for 2 hours? C. How many hours will it take for Jay to get home? Lesson 1 Unit 3: Inequalities
Scientists are studying the temperature on a distant planet. They find that the surface temperature at one location is 50° Celsius. They also find that the temperature decreases by 3° Celsius for each kilometer you go up from the surface. Let T represent the temperature (in Celsius), and let H be the height above the surface (in kilometers). Write an equation relating T to H, and then graph your equation using the axes below. 50+ 40- 35- Equation: O=0 30 25 20 15 10- olo
$100 bill image Classes K Play Kahoot-Ente A Frankdin D. Rooseve Franklin D. Rooseve A Aeries Portats Ciego Sera- argreal EAors r Slopeetcep: Forn CesRNEANe por Write the slope ntexcept form of the equation of each ine through the qven points. Highlight your answer 7. (2, 7) and (0, 1) m= 8. (5. 8) and (3, 4) b= b= Write the slope-intercept form of the equation of each line through the given points with the following slope. Highlight your answer. 9. m - V2 (4, -3) b = 10. m - -2 (4, 5) acer %23 % %24 4 5 6. h
A mechanic's labor charge for working a given number of hours is displayed in the table shown. Hours Worked, h Labor Charge, c(in dollars) 1 89 2 149 3 209 4 269 Which equation represents the relationship between the hours worked and the mechanic's labor charge? A.c = 49.5h + 50 B.c = 45h + 44 C.c = 60h + 29 D.c = 29h + 60
O 22. The equation y = - 4.9x +9.8x +2 models the trajectory of a ball thrown in the air by a man, where y = the distance the ball is from the ground in meters and x = the elapsed time in seconds. What is the greatest distance the ball is from the ground? O 6.9 meters O 4.9 meters O 2.2 meters O 9.8 meters
) 2x-y NAME DA 4-3 Word Problem Practice Writing Equations in Point- 1. BICYCLING Harvey rides his bike at an 4. C average speed of 12 miles per hour. In other words, he rides 12 miles in 1 hour, 24 miles i 2 hours, and so on. Let h be the number of hours he rides and d be distance traveled. Write an equation for the relationship between distance and time in point-slope form.