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A family of four realized their water bill was high and that a lot of water was being wasted in the shower. They replaced their 5-gallon-per-minute showerheads with ones that only use 3 gallons per minute. If each family member showers for 5 minutes per day and a typical month is 30 days long, how many gallons of water will the family save per month with the new showerheads

User Doomspork
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2 Answers

6 votes

Final answer:

By replacing their old 5-gallon-per-minute showerheads with 3-gallon-per-minute ones, each family member will save 300 gallons of water per month. For a family of four, this amounts to a total monthly saving of 1,200 gallons.

Step-by-step explanation:

Calculating Water Savings with New Showerheads

To calculate the water savings for the family, we need to consider the initial usage with the old 5-gallon-per-minute showerheads and the reduced usage with the new 3-gallon-per-minute showerheads. Each family member showers for 5 minutes a day. Over a 30-day month, the calculation would be as follows:

Old showerhead water usage per person per month:

5 gallons/minute x 5 minutes x 30 days = 750 gallons per month

New showerhead water usage per person per month:

3 gallons/minute x 5 minutes x 30 days = 450 gallons per month

Total savings per person per month = Old usage - New usage

750 gallons - 450 gallons = 300 gallons saved per month per person

Since there are four family members, we multiply the individual savings by four:

300 gallons/person/month x 4 people = 1,200 gallons saved per month

This reduction in water use is not only significant for the family's water bill but also contributes to conserving water and achieving better indoor water use efficiency, aligning with the goal of reducing the water footprint.

User Tim Rupe
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7 votes

Answer:


5 * 5 = 25


25 * 30 = 750

User EManna
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