In the horsepower equation HP = (Flow × Head × Weight) / 3960 × Pump Efficiency, what constant appears in the denominator?

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Multiple Choice

In the horsepower equation HP = (Flow × Head × Weight) / 3960 × Pump Efficiency, what constant appears in the denominator?

Explanation:
The concept here is converting hydraulic power into horsepower using a standard unit conversion that ties flow, head, and liquid weight to horsepower. The constant in the denominator comes from turning lb‑ft per minute into horsepower. One horsepower equals 33,000 ft-lb per minute. Since the formula uses weight per gallon (lb/gal) with flow in gallons per minute, multiplying flow × head × weight gives you lb-ft per minute, and you divide by 33,000 to get horsepower. For water, weight is about 8.34 lb/gal, so 33,000 divided by 8.34 is roughly 3960. That’s why the denominator is 3960 in this expression. If you pumped a liquid with a different weight per gallon, the denominator would adjust accordingly (33,000 divided by that weight).

The concept here is converting hydraulic power into horsepower using a standard unit conversion that ties flow, head, and liquid weight to horsepower. The constant in the denominator comes from turning lb‑ft per minute into horsepower. One horsepower equals 33,000 ft-lb per minute. Since the formula uses weight per gallon (lb/gal) with flow in gallons per minute, multiplying flow × head × weight gives you lb-ft per minute, and you divide by 33,000 to get horsepower. For water, weight is about 8.34 lb/gal, so 33,000 divided by 8.34 is roughly 3960. That’s why the denominator is 3960 in this expression. If you pumped a liquid with a different weight per gallon, the denominator would adjust accordingly (33,000 divided by that weight).

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