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