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# Solve Proportions Quiz

10 questions

### #1 of 10:Mild

Solve proportions

<p>Solve for y.</p><p>`48/y = 3/2`</p>

### #2 of 10:Mild

Solve proportions

<p>Solve for z.</p><p>`z/84=4/7`</p>

### #3 of 10:Medium

Solve proportions

<p>Solve for p.</p><p>`2.7/p=9/20`</p>

### #4 of 10:Medium

Solve proportions

<p>Solve for k.</p><p>`11/k=4/9`</p>

### #5 of 10:Medium

Solve proportions

<p>Solve for y.</p><p> `16/y = 10/3`</p>

### #6 of 10:Medium

Solve proportions

<p>Solve for m.</p><p>`(2/3)/4=m/15`</p>

### #7 of 10:Spicy

Solve proportions

<p>Solve for k.</p><p>`6/(3/4)=2/k`</p>

### #8 of 10:Spicy

Solve proportions

<p>Solve for n.</p><p>`2/n=(2 1/3)/56`</p>

### #9 of 10:Mild

Solve proportions

<p>Solve for s.</p><p>`9/15=24/s`</p>

### #10 of 10:Medium

Solve proportions

<p>Solve for z.</p><p>`12/7=9/z`</p>

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Mathematically, the comparison between two numbers or quantities is known as ‘proportions’.Generally, it is referred to as the number, part or share considered in comparative relation to a whole. When two different ratios are equivalent, they are meant to be in a proportion. It is expressed using the symbol ‘::’ or ‘=’. For example, the time taken by a bike to cover 60 km per hour is equal to the time taken by it to cover the distance of 300 km for 5 hours. So, 60 km / hr = 300 km / 5hr.

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Rates And Proportional Relationships
7.RP.A.2

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### What teachers are saying about BytelearnWhat teachers are saying

Stephen Abate
19-year math teacher
Carmel, CA
Any math teacher that I know would love to have access to ByteLearn.
Jennifer Maschino
4-year math teacher
Summerville, SC
“I love that ByteLearn helps reduce a teacher’s workload and engages students through an interactive digital interface.”
Rodolpho Loureiro
Dean, math program manager, principal
Miami, FL
“ByteLearn provides instant, customized feedback for students—a game-changer to the educational landscape.”