20353
Question
A {{job}} makes a {{object1}} with a height of {{length1}} cm and a width of {{length2}} cm.
She makes another {{object2}} in the same proportion that has a height of {{length3}} cm.
What is the width of this {{object2}}?
Worked Solution
|
|
Ratio |
= {{length1}} : {{length3}} |
|
= {{ratio}} |
|
|
∴ Width |
= {{frac}} × {{length2}} |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
584
Question
A framer makes a picture frame with a height of 30 cm and a width of 20 cm.
She makes another frame in the same proportion that has a height of 45 cm.
What is the width of this frame?
Worked Solution
|
|
∴ Width |
= 23 × 20 |
|
= 30 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
job | |
object1 | |
length1 | |
length2 | |
object2 | |
length3 | |
ratio | |
frac | |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
584
Question
A graphic designer makes a poster with a height of 50 cm and a width of 40 cm.
She makes another poster in the same proportion that has a height of 75 cm.
What is the width of this poster?
Worked Solution
|
|
∴ Width |
= 23 × 40 |
|
= 60 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
job | |
object1 | |
length1 | |
length2 | |
object2 | |
length3 | |
ratio | |
frac | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
582
Question
A graphic designer makes a poster with a height of 60 cm and a width of 80 cm.
She makes another poster in the same proportion that has a height of 120 cm.
What is the width of this poster?
Worked Solution
|
|
∴ Width |
= 2 × 80 |
|
= 160 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
job | |
object1 | |
length1 | |
length2 | |
object2 | |
length3 | |
ratio | |
frac | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
584
Question
A framer makes a picture frame with a height of 12 cm and a width of 10 cm.
She makes another frame in the same proportion that has a height of 18 cm.
What is the width of this frame?
Worked Solution
|
|
∴ Width |
= 23 × 10 |
|
= 15 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
job | |
object1 | |
length1 | |
length2 | |
object2 | |
length3 | |
ratio | |
frac | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
588
Question
A sketch artist makes a sketch with a height of 8 cm and a width of 10 cm.
She makes another sketch in the same proportion that has a height of 20 cm.
What is the width of this sketch?
Worked Solution
|
|
∴ Width |
= 25 × 10 |
|
= 25 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
job | |
object1 | |
length1 | |
length2 | |
object2 | |
length3 | |
ratio | |
frac | |
correctAnswer | |
Answers