30086
Question
The shape below has a perimeter of {{perimeter}} cm.
{{image1}}
What is the value of d?
Worked Solution
Perimeter = {{perimeter}} cm
Equal side length
|
|
|
= {{length1}} − {{length2}} |
|
= {{total1}} cm |
|
|
∴d |
= {{length3}} − {{total1}} |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
565
Question
The shape below has a perimeter of 96 cm.
What is the value of d?
Worked Solution
Perimeter = 96 cm
Equal side length
|
|
∴d |
= 18 − 8 |
|
= 10 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
perimeter | |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/car1q22.svg 410 indent3 vpad |
length1 | |
length2 | |
total1 | |
length3 | |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
566
Question
The shape below has a perimeter of 114 cm.
What is the value of d?
Worked Solution
Perimeter = 114 cm
Equal side length
|
|
∴d |
= 22 − 7 |
|
= 15 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
perimeter | |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/varr2q22.svg 480 indent3 vpad |
length1 | |
length2 | |
total1 | |
length3 | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
565
Question
The shape below has a perimeter of 100 cm.
What is the value of d?
Worked Solution
Perimeter = 100 cm
Equal side length
|
|
∴d |
= 24 − 18 |
|
= 6 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
perimeter | |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/var3q22.svg 450 indent3 vpad |
length1 | |
length2 | |
total1 | |
length3 | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
569
Question
The shape below has a perimeter of 132 cm.
What is the value of d?
Worked Solution
Perimeter = 132 cm
Equal side length
|
|
∴d |
= 24 − 13 |
|
= 11 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
perimeter | |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/var4q22.svg 570 indent3 vpad |
length1 | |
length2 | |
total1 | |
length3 | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
568
Question
The shape below has a perimeter of 82 cm.
What is the value of d?
Worked Solution
Perimeter = 82 cm
Equal side length
|
|
∴d |
= 23 − 11 |
|
= 12 cm |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
perimeter | |
image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/var5q22.svg 420 indent3 vpad |
length1 | |
length2 | |
total1 | |
length3 | |
correctAnswer | |
Answers