Will the tank be able to hold the entire load?

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SUMMARY

The discussion centers on whether a 2500-gallon tank can accommodate 8000 lbs of a chemical with a density of 3.5 lbs/gallon. The calculated volume of the chemical is 2285.71 gallons, derived from the formula volume = mass/density. Since 2285.71 gallons is less than the tank's capacity of 2500 gallons, the tank can indeed hold the entire load. Therefore, the answer is yes.

PREREQUISITES
  • Understanding of basic physics concepts such as mass, volume, and density.
  • Familiarity with the formula for calculating volume: volume = mass/density.
  • Knowledge of units of measurement, specifically pounds and gallons.
  • Basic problem-solving skills in mathematical contexts.
NEXT STEPS
  • Review the principles of density and its applications in fluid mechanics.
  • Explore conversion factors between different units of measurement, such as pounds to gallons.
  • Study real-world applications of volume calculations in chemical engineering.
  • Learn about safety protocols for handling and storing chemicals in large quantities.
USEFUL FOR

This discussion is beneficial for students in chemistry or physics, engineers involved in chemical handling, and anyone needing to perform calculations related to fluid capacities and densities.

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Homework Statement


2. A rail car containing 8000 lbs. of a chemical whose density is 3.5 lbs/gallon is to be unloaded into a 2500 gallon capacity tank. Will the tank be able to hold the entire load?

Homework Equations

The Attempt at a Solution


volume = mass/density= 8000lb/3.5=2285.71
 
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jim1174 said:

Homework Statement


2. A rail car containing 8000 lbs. of a chemical whose density is 3.5 lbs/gallon is to be unloaded into a 2500 gallon capacity tank. Will the tank be able to hold the entire load?

Homework Equations

The Attempt at a Solution


volume = mass/density= 8000lb/3.5=2285.71
The question is looking for an answer of yes or no.
 

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