Best Answer

It takes 8.34 BTU to heat 1 gallon of water 1 degree F.

Take 8.34 BTU times number of gallons to determine energy needed to raise pool 1 degree F. Then multiply by how many degrees you need to raise the temperate of the current pool temperature to the desired temperature.

Example: 8.34 * 30,000 gal = 250,200 BTU need to raise temperature 1 degree F

Next multiple by the number of degrees to warm, say the pool is 55 F. 80F - 55F = 25F.

250,200 BTU * 25 F = 6.255 million BTUs to heat the pool to 80 F. This does not take into account the loss of energy to the surroundings but gives you a starting point to determine the energy needed to heat a mass of water.

Q: How many BTU needed to operate 30000 gallon pool at 80 degrees?

Write your answer...

Submit

Still have questions?

Continue Learning about Basic Math

29% of 30000 = 29% * 30000 = 0.29 * 30000 = 8700

30% of 30000= 30% * 30000= 0.30 * 30000= 9000

30000

15% of 30,000= 15% * 30000= 0.15 * 30000= 4,500

30% of 30,000= 30% * 30000= 0.3 * 30000= 9,000

Related questions

30000

30,000 degrees in Celsius converts to 54,032 degrees in Fahrenheit.

120000 qts 1 gallon = 4 quarts 1 quart = 0.25 gallon

4010.7 cubic feet.

A star with a surface temperature above 30,000 degrees Kelvin would appear blue in color. The color of a star is directly related to its temperature, with hotter stars emitting more energy in the blue and ultraviolet parts of the spectrum.

Less time for running a pool pump for a 30000 gallon should run one hour for every ten degrees. IE. 50 degrees F is equal to 5 hrs per day.

A US gallon of water is about 8.4 lb, so 30,000 galls is 252,000 lb. One BTU is the heat to raise one pound of water by one degF, so BTU's in your example are 252,000 x 15 = 3,780,000 BTU.

Degrees what?K or C - a high blue white starF - a low blue white star

a car

29% of 30000 = 29% * 30000 = 0.29 * 30000 = 8700

2% of 30000 = 2% * 30000 = 0.02 * 30000 = 600

7 % of 30000 = 7/100 * 30000 = 0.07 * 30000 = 2100