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Question 1 of 4
Simplify
60 cents:$260 cents:$2
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A ratio compares quantities of the same type given in the same units.
First, convert the dollars into cents
$1$1 |
== |
100 cents100 cents |
2×10012×1001 |
== |
200200 |
|
6060 |
:: |
200200 |
Finally, divide both sides by their highest common factor
6060 |
:: |
200200 |
6060÷20÷20 |
:: |
200200÷20÷20 |
2020 is the highest common factor |
33 |
:: |
1010 |
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Question 2 of 4
Simplify
700 kg:2 t700 kg:2 t
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A ratio compares quantities of the same type given in the same units.
First, convert the tons into kilograms
1 ton1 ton |
== |
1000 kilograms1000 kilograms |
2×100012×10001 |
== |
20002000 |
|
700700 |
:: |
20002000 |
Finally, divide both sides by their highest common factor
700700 |
:: |
20002000 |
700700÷100÷100 |
:: |
20002000÷100÷100 |
100100 is the highest common factor |
77 |
:: |
2020 |
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Question 3 of 4
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A ratio compares quantities of the same type given in the same units.
Remove the fraction by cancelling out the denominator
1x1x |
:: |
xx |
|
1x1x×x×x |
:: |
xx×x×x |
Multiply both sides by xx |
|
11 |
:: |
x2x2 |
xx=1xx=1 |
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Question 4 of 4
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A ratio compares quantities of the same type given in the same units.
Simplify the ratio by dividing common factors to each side.
8ab8ab |
:: |
2ac2ac |
8ab8ab÷2÷2 |
:: |
2ac2ac÷2÷2 |
Divide both sides by 22 |
4ab4ab÷a÷a |
:: |
acac÷a÷a |
Divide both sides by aa |
4b4b |
:: |
cc |