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QUESTION IMAGE

swimming statistics directions: use the image of the swimming pool to a…

Question

swimming statistics
directions: use the image of the swimming pool to answer each question.
a birds - eye view of a swimming pool is shown. the length of the swimming pool is 25 meters and the width is 10 meters.
25 meters
10 meters
questions

  1. swimming one lap of the pool is a distance of 15 meters. how many laps would need to be completed to swim 350 meters?
  2. carly swam a 50 - meter backstroke in 32.612 seconds. ellie swam a 50 - meter backstroke in 37.419 seconds. who swam faster? how much faster?
  3. if one meter is about 40 inches, what is the length of the swimming pool in inches?
  4. during a swim meet, six swimmers swim in the pool at a time. the pool is divided into 6 lanes as shown below. how wide is each lane, if all 6 lanes are the same width?

25 meters
10 meters
lane 1
lane 2
lane 3
lane 4
lane 5
lane 6

  1. for the swim - a - thon, brandon is going to raise $0.40 for every lap he swims. brandons goal is to raise $36.00. how many laps does he need to swim to meet his goal?

Explanation:

Step1: Calculate number of laps for 350 - meter swim

To find the number of laps for a 350 - meter swim when one lap is 25 meters, we divide the total distance by the distance of one lap. So, $350\div25 = 14$.

Step2: Find the time - difference for the swimmers

To find out how much faster Carly swam, we subtract Carly's time from Ellie's time. So, $37.419 - 32.612=4.807$ seconds.

Step3: Convert length of pool to inches

Given 1 meter is about 40 inches and the length of the pool is 25 meters, we multiply the length in meters by 40. So, $40\times25 = 1000$ inches.

Step4: Calculate width of each lane

The width of the pool is 10 meters and it is divided into 6 lanes. We divide the width of the pool by the number of lanes. So, $10\div6=\frac{10}{6}=\frac{5}{3}\approx1.67$ meters.

Step5: Determine number of laps for fundraising

Brandon raises $0.40 per lap and his goal is $36.00. We divide the goal amount by the amount per lap. So, $36\div0.4 = 90$ laps.

Answer:

  1. 14 laps
  2. 4.807 seconds
  3. 1000 inches
  4. $\frac{5}{3}\approx1.67$ meters
  5. 90 laps