Ratio
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A. Express the ratio of the first quantity to the second quantity and reduce it to lowest term.
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Answer:-
1.) 8 service crews to 64 customers.
- [tex] \pink{\bold{8 : 64 \: \div \: 8 \: = 1 : 8}}[/tex]
2.) 8 worksheets to 20 pupils.
- [tex] \pink{\bold{8 :20 \: \div \: 4 \: = \: 2 : 5}}[/tex]
3.) 36 flowers to 12 vases.
- [tex] \pink{\bold{36 :12 \: \div \: 12 \: = \: 3 : 1}}[/tex]
4.) 28 garbage cans to 14 classroms.
- [tex] \pink{\bold{28 :14 \: \div \: 14 \: = \: 2 : 1}}[/tex]
5.) 24 glasses of juice to 36 sandwiches.
- [tex] \pink{\bold{24 :36 \: \div \: 12 \: = \: 2 :3 }}[/tex]
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B. Reduce these ratios to the lowest terms.
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1.) 15 : 3
- [tex] \pink{\bold{15 :3 \: \div \: 3 \: = \: 5 : 1 }}[/tex]
2.) 9 : 36
- [tex] \pink{\bold{9 :36 \: \div \: 9 \: = \: 1 : 4}}[/tex]
3.) 24 : 18
- [tex] \pink{\bold{24 :18 \: \div \: 6 \: = \: 4 : 3}}[/tex]
4.) 33 / 11
- [tex] \pink{\bold{ \frac{33}{11} \div 11 \: = \: \frac{3}{1} \: or \: 3 }}[/tex]
5. 15 / 24
- [tex] \pink{\bold{ \frac{15}{24} \div 3 \: = \: \frac{5}{8} }}[/tex]
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