1. Finding linear equations that represents slides Slide 1 (Less Steep on the Left) The slide that is less steep will appear on the left, enter the pool at the EDGE of the pool and will be 24m tall. Slide 2 (Steeper on the Right) The slide on the right is steeper, enter the pool at the EDGE and it will be 18m tall. Using the points that define your slide (start and finish) find the equation that represents the slide: Using the points that define your slide (start and finish) find the equation that represents the slide:

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter2: Functions And Their Graphs
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1. Finding linear equations that represents slides
Slide 1 (Less Steep on the Left)
The slide that is less steep will appear on the
left, enter the pool at the EDGE of the pool and
will be 24m tall.
Slide 2 (Steeper on the Right)
The slide on the right is steeper, enter the pool
at the EDGE and it will be 18m tall.
Using the points that define your slide (start and
finish) find the equation that represents the slide:
Using the points that define your slide (start and
finish) find the equation that represents the slide:
2. Calculate the volume of the water needed to fill the cylindrical pool to the top.
3. How much more water would they need if they doubled the depth of the pool? Explain/show work.
4. The water park realizes they only need to fill the pool to 85% capacity, calculate the actual volume of
water they need to meet this condition using the original dimensions, round answers to the nearest
cubic metre.
Transcribed Image Text:1. Finding linear equations that represents slides Slide 1 (Less Steep on the Left) The slide that is less steep will appear on the left, enter the pool at the EDGE of the pool and will be 24m tall. Slide 2 (Steeper on the Right) The slide on the right is steeper, enter the pool at the EDGE and it will be 18m tall. Using the points that define your slide (start and finish) find the equation that represents the slide: Using the points that define your slide (start and finish) find the equation that represents the slide: 2. Calculate the volume of the water needed to fill the cylindrical pool to the top. 3. How much more water would they need if they doubled the depth of the pool? Explain/show work. 4. The water park realizes they only need to fill the pool to 85% capacity, calculate the actual volume of water they need to meet this condition using the original dimensions, round answers to the nearest cubic metre.
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