30063
Question
{{image}}
Identify the point which would be located in the shaded quadrant of the number plane above.
Worked Solution
Coordinates in shaded quadrant: {{{correctAnswer}}}
{{solution}}
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
Variant 0
DifficultyLevel
504
Question
Identify the point which would be located in the shaded quadrant of the number plane above.
Worked Solution
Coordinates in shaded quadrant: (−2,5)
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant1q.svg 400 indent3 vpad |
| solution | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant1sol.svg 400 indent3 vpad |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
504
Question
Identify the point which would be located in the shaded quadrant of the number plane above.
Worked Solution
Coordinates in shaded quadrant: (5,−2)
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant2q.svg 400 indent3 vpad |
| solution | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant2sol.svg 400 indent3 vpad |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
504
Question
Identify the point which would be located in the shaded quadrant of the number plane above.
Worked Solution
Coordinates in shaded quadrant: (−2,−5)
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant3q.svg 400 indent3 vpad |
| solution | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant3sol.svg 400 indent3 vpad |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
504
Question
Identify the point which would be located in the shaded quadrant of the number plane above.
Worked Solution
Coordinates in shaded quadrant: (−4,1)
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant1q.svg 400 indent3 vpad |
| solution | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant1sol.svg 400 indent3 vpad |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
504
Question
Identify the point which would be located in the shaded quadrant of the number plane above.
Worked Solution
Coordinates in shaded quadrant: (5,−3)
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant2q.svg 400 indent3 vpad |
| solution | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/06/variant2sol.svg 400 indent3 vpad |
| correctAnswer | |
Answers