Tiana Hill

2022-10-07

1 gallon minus 1 quart, 1 pint, and 1 ounce

Gianna Walsh

Beginner2022-10-08Added 7 answers

Answer: 79 ounces = 2 quarts and 15 ounces.

Explanation:

1) The question is: $1\text{gallon}-(1\text{quart}+1\text{pint}+1\text{ounce})$

2) To add and subtract those amounts you have to convert all to one same unit.

3) Since the least unit is ounce, I will convert gallon, quart and pint to ounces.

4) Conversion factors:

1 gallon = 4 quart

1 quart = 2 pints

1 pint = 16 ounces

5) Conversions:

i) $1\text{gallon}\times 4\text{quart}/\text{gallon}\times 2\text{pint}/\text{quart}\times 16\text{ounce}/\text{pint}=128\text{ounces}$

ii) $1\text{quart}\times 2\text{pint}/\text{quart}\times 16\text{ounce}/\text{pint}=32\text{ounces}$

iii) $1\text{pint}\times 16\text{ounce}/\text{pint}=16\text{ounces}$

4) Subtract:

$1\text{gallon}-(1\text{quart}+1\text{pint}+1\text{ounce})=128\text{ounces}-(32\text{ounces}+16\text{ounces}+1\text{ounce})=128\text{ounces}-49\text{ounces}=79\text{ounces}\leftarrow \text{answer}$

You can convert it to a mixed number in this way:

$79\text{ounces}\times 1\text{quart}/32\text{ounces}=2.46875\text{quarts}$

$0.46875\text{quarts}\times 32\text{ounces}/\text{quart}=15\text{ounces}$

Then, $79\text{ounces}=2\text{quarts and}15\text{ounces}.$

Explanation:

1) The question is: $1\text{gallon}-(1\text{quart}+1\text{pint}+1\text{ounce})$

2) To add and subtract those amounts you have to convert all to one same unit.

3) Since the least unit is ounce, I will convert gallon, quart and pint to ounces.

4) Conversion factors:

1 gallon = 4 quart

1 quart = 2 pints

1 pint = 16 ounces

5) Conversions:

i) $1\text{gallon}\times 4\text{quart}/\text{gallon}\times 2\text{pint}/\text{quart}\times 16\text{ounce}/\text{pint}=128\text{ounces}$

ii) $1\text{quart}\times 2\text{pint}/\text{quart}\times 16\text{ounce}/\text{pint}=32\text{ounces}$

iii) $1\text{pint}\times 16\text{ounce}/\text{pint}=16\text{ounces}$

4) Subtract:

$1\text{gallon}-(1\text{quart}+1\text{pint}+1\text{ounce})=128\text{ounces}-(32\text{ounces}+16\text{ounces}+1\text{ounce})=128\text{ounces}-49\text{ounces}=79\text{ounces}\leftarrow \text{answer}$

You can convert it to a mixed number in this way:

$79\text{ounces}\times 1\text{quart}/32\text{ounces}=2.46875\text{quarts}$

$0.46875\text{quarts}\times 32\text{ounces}/\text{quart}=15\text{ounces}$

Then, $79\text{ounces}=2\text{quarts and}15\text{ounces}.$

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