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Convert the following volumes: 60 ml to US fluid ounces, 4 UK pints to L, and 27 US fluid ounces to L.
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21 stepsHere are the conversions and calculations:
Conversion Factors Used:
1 Convert the following
- 1.1: 60 ml to US fluid ounces
Use the conversion factor .
$$ 60 \text{ mL} \times \frac{1 \text{ US fl oz}}{29.5735 \text{ mL}} $$Calculate the value.
$$ 60 \div 29.5735 \approx 2.0288 \text{ US fl oz} $$ The conversion is: $\boxed{\text{2.0288 US fl oz}}$- 1.2: 4 UK pints to L
Use the conversion factor .
$$ 4 \text{ UK pints} \times \frac{0.568261 \text{ L}}{1 \text{ UK pint}} $$Calculate the value.
$$ 4 \times 0.568261 = 2.273044 \text{ L} $$ The conversion is: $\boxed{\text{2.273044 L}}$- 1.3: 27 US fluid ounces to L
Convert US fluid ounces to mL using .
$$ 27 \text{ US fl oz} \times \frac{29.5735 \text{ mL}}{1 \text{ US fl oz}} = 798.4845 \text{ mL} $$Convert mL to L using .
$$ 798.4845 \text{ mL} \times \frac{1 \text{ L}}{1000 \text{ mL}} = 0.7984845 \text{ L} $$ The conversion is: $\boxed{\text{0.7984845 L}}$- 1.4: 0.8 US quarts to ml
Convert US quarts to L using .
$$ 0.8 \text{ US quarts} \times \frac{0.946353 \text{ L}}{1 \text{ US quart}} = 0.7570824 \text{ L} $$Convert L to mL using .
$$ 0.7570824 \text{ L} \times \frac{1000 \text{ mL}}{1 \text{ L}} = 757.0824 \text{ mL} $$ The conversion is: $\boxed{\text{757.0824 mL}}$- 1.5: 479 L to UK gallons
Use the conversion factor .
$$ 479 \text{ L} \times \frac{1 \text{ UK gallon}}{4.54609 \text{ L}} $$Calculate the value.
$$ 479 \div 4.54609 \approx 105.365 \text{ UK gallons} $$ The conversion is: $\boxed{\text{105.365 UK gallons}}$- 1.6: 1011.21 ml to UK pints
Convert mL to L using .
$$ 1011.21 \text{ mL} \times \frac{1 \text{ L}}{1000 \text{ mL}} = 1.01121 \text{ L} $$Convert L to UK pints using .
$$ 1.01121 \text{ L} \times \frac{1 \text{ UK pint}}{0.568261 \text{ L}} $$Calculate the value.
$$ 1.01121 \div 0.568261 \approx 1.7794 \text{ UK pints} $$ The conversion is: $\boxed{\text{1.7794 UK pints}}$2 Which water reservoir has the biggest capacity?
- Silver Stream: 2750 UK gallons
Convert UK gallons to Liters using .
$$ 2750 \text{ UK gallons} \times \frac{4.54609 \text{ L}}{1 \text{ UK gallon}} = 12501.7475 \text{ L} $$ Silver Stream capacity: $12501.7475 \text{ L}$- Placid Water: 13207.5 US quarts
Convert US quarts to Liters using .
$$ 13207.5 \text{ US quarts} \times \frac{0.946353 \text{ L}}{1 \text{ US quart}} = 12499.9999775 \text{ L} $$ Placid Water capacity: $12499.9999775 \text{ L}$Compare the capacities in Liters.
(Silver Stream) is greater than (Placid Water).
The reservoir with the biggest capacity is:
3 Mrs Hawthorne needs to buy Italian gelato ice-cream for her dinner party of 8 guests. Would Mrs Hawthorne get more gelato if she bought two 1.5849 US quart tubs of gelato or 8 individual tubs of 0.43995 UK pint each?
- Option 1: Two 1.5849 US quart tubs
Calculate total volume in US quarts.
$$ 2 \text{ tubs} \times 1.5849 \text{ US quarts/tub} = 3.1698 \text{ US quarts} $$Convert total US quarts to Liters using .
$$ 3.1698 \text{ US quarts} \times \frac{0.946353 \text{ L}}{1 \text{ US quart}} = 2.999999994 \text{ L} $$ Total volume for Option 1: $2.999999994 \text{ L}$- Option 2: Eight 0.43995 UK pint tubs
Calculate total volume in UK pints.
$$ 8 \text{ tubs} \times 0.43995 \text{ UK pints/tub} = 3.5196 \text{ UK pints} $$Convert total UK pints to Liters using .
$$ 3.5196 \text{ UK pints} \times \frac{0.568261 \text{ L}}{1 \text{ UK pint}} = 1.9999999956 \text{ L} $$ Total volume for Option 2: $1.9999999956 \text{ L}$Compare the total volumes.
(Option 1) is greater than (Option 2).
Mrs Hawthorne would get more gelato if she bought:
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