Ethanol, the alcohol in alcoholic beverages, has a density of 0.7893 g/mL. What is the shipping weight of a 5.0-gallon container
of pure ethanol if the bottle weighs 1.82 lb and the shipping container and packaging weigh 0.76 lb
1 answer:
Answer:
16.09 kg
Explanation:
To solve this problem first we <u>convert those 5.0 gallons of ethanol into liters</u>:
- 5.0 gallons * = 18.9 L
Now we <u>calculate the mass of that volume of ethanol</u>, using its density:
We convert 18.9 L ⇒ 18.9 * 1000 = 18900 mL
- Mass = 0.7893 g/mL * 18900 mL = 14917.77 g
Finally <u>we convert the masses of the bottle and shipping container and packaging and </u><em><u>add them to the mass of ethanol</u></em>:
- 1.82 lb * 453.592 = 825.54 g
- 0.76 lb * 453.592 = 344.73 g
- Total Mass = 14917.77 g + 825.54 g + 344.73 g = 16088.04 g
So the shipping weight would be 16088.04 g, or 16.09 kg
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