What is the required BTU's to raise the temperature of a 35,000-gallon pool from 65 degrees F to 75 degrees F?

What is the required BTU's to raise the temperature of a 35,000-gallon pool from 65 degrees F to 75 degrees F?

• A. 1,100,300
• B. 2,915,500
• C. 5,000,000
• D. 3,500,000

Answer: (B)

To determine the required BTUs to raise the temperature of water in a pool, you can use the following formula: BTUs = Volume of water (gallons) × Temperature change (°F) × 8.33 In this scenario, the volume of the pool is 35,000 gallons, and the temperature needs to be raised from 65°F to 75°F, which indicates a temperature change of 10°F. So, the calculation goes as follows: BTUs = 35,000 gallons × 10°F × 8.33 Calculating this: 1. First, multiply the volume of water (35,000) by the temperature change (10°F): 35,000 × 10 = 350,000 2. Next, multiply by 8.33: 350,000 × 8.33 = 2,915,500 BTUs This calculated value reveals that the required energy to achieve the desired temperature increase is 2,915,500 BTUs. This illustrates the energy needed for heating a significant volume of water, emphasizing the importance of using accurate calculations when determining heating requirements for pools.

To determine the required BTUs to raise the temperature of water in a pool, you can use the following formula:

BTUs = Volume of water (gallons) × Temperature change (°F) × 8.33

In this scenario, the volume of the pool is 35,000 gallons, and the temperature needs to be raised from 65°F to 75°F, which indicates a temperature change of 10°F.

So, the calculation goes as follows:

BTUs = 35,000 gallons × 10°F × 8.33

Calculating this:

1. First, multiply the volume of water (35,000) by the temperature change (10°F):

35,000 × 10 = 350,000

2. Next, multiply by 8.33:

350,000 × 8.33 = 2,915,500 BTUs

This calculated value reveals that the required energy to achieve the desired temperature increase is 2,915,500 BTUs. This illustrates the energy needed for heating a significant volume of water, emphasizing the importance of using accurate calculations when determining heating requirements for pools.