Geometry, NAPX-E4-NC21
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Variant 0
DifficultyLevel
671
Question
A H-shaped prism is pictured below.
How many edges does the prism have?
Worked Solution
Edges on front face = 12
Edges on back face = 12
Edges connecting front and back = 12
|
|
| ∴ Total edges |
= 12 + 12 + 12 |
|
= 36 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A H-shaped prism is pictured below.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2018/07/NAPX-E4-NC21.svg 150 indent3 vpad
How many edges does the prism have?
|
| workedSolution | Edges on front face = 12
Edges on back face = 12
Edges connecting front and back = 12
|||
|-|-|
|$\therefore$ Total edges|= 12 + 12 + 12|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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Variant 1
DifficultyLevel
673
Question
An F-shaped prism is pictured below.
How many edges does the prism have?
Worked Solution
Edges on front face = 10
Edges on back face = 10
Edges connecting front and back = 10
|
|
| ∴ Total edges |
= 10 + 10 + 10 |
|
= 30 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | An F-shaped prism is pictured below.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Geom_NAPX-E4-NC21_v1.svg 120 indent3 vpad
How many edges does the prism have?
|
| workedSolution | Edges on front face = 10
Edges on back face = 10
Edges connecting front and back = 10
|||
|-|-|
|$\therefore$ Total edges|= 10 + 10 + 10|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
675
Question
An E-shaped prism is pictured below.
How many edges does the prism have?
Worked Solution
Edges on front face = 12
Edges on back face = 12
Edges connecting front and back = 12
|
|
| ∴ Total edges |
= 12 + 12 + 12 |
|
= 36 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | An E-shaped prism is pictured below.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Geom_NAPX-E4-NC21_v2.svg 80 indent3 vpad
How many edges does the prism have? |
| workedSolution | Edges on front face = 12
Edges on back face = 12
Edges connecting front and back = 12
|||
|-|-|
|$\therefore$ Total edges|= 12 + 12 + 12|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
677
Question
An S-shaped prism is pictured below.
How many edges does the prism have?
Worked Solution
Edges on top face = 16
Edges on bottom face = 16
Edges connecting top and bottom = 16
|
|
| ∴ Total edges |
= 16 + 16 + 16 |
|
= 48 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | An S-shaped prism is pictured below.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Geom_NAPX-E4-NC21_v3.svg 220 indent3 vpad
How many edges does the prism have? |
| workedSolution | Edges on top face = 16
Edges on bottom face = 16
Edges connecting top and bottom = 16
|||
|-|-|
|$\therefore$ Total edges|= 16 + 16 + 16|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
679
Question
A P-shaped prism is pictured below.
How many edges does the prism have?
Worked Solution
Edges on front face = 10
Edges on back face = 10
Edges connecting front and back = 10
|
|
| ∴ Total edges |
= 10 + 10 + 10 |
|
= 30 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A P-shaped prism is pictured below.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Geom_NAPX-E4-NC21_v4.svg 100 indent3 vpad
How many edges does the prism have? |
| workedSolution | Edges on front face = 10
Edges on back face = 10
Edges connecting front and back = 10
|||
|-|-|
|$\therefore$ Total edges|= 10 + 10 + 10|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
681
Question
An R-shaped prism is pictured below.
How many edges does the prism have?
Worked Solution
Edges on front face = 15
Edges on back face = 15
Edges connecting front and back = 15
|
|
| ∴ Total edges |
= 15 + 15 + 15 |
|
= 45 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | An R-shaped prism is pictured below.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Geom_NAPX-E4-NC21_v5.svg 130 indent3 vpad
How many edges does the prism have? |
| workedSolution | Edges on front face = 15
Edges on back face = 15
Edges connecting front and back = 15
|||
|-|-|
|$\therefore$ Total edges|= 15 + 15 + 15|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers