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A point both of whose co-ordinates are negative lies in
  • a)
    quadrant II and IV
  • b)
    quadrant I and III
  • c)
    quadrant III only
  • d)
    quadrant I only
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
A point both of whose co-ordinates are negative lies ina)quadrant II a...
It is because the quadrant 3 has both of the x and y as negative numbers
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Community Answer
A point both of whose co-ordinates are negative lies ina)quadrant II a...
The coordinate plane is divided into four quadrants by the x and y axes. Each quadrant is named with a capital Q and a roman numeral, starting in the upper right quadrant as QI and rotating counter-clockwise.
Points in the coordinate plane are located based on their distance from the x and y axes. The sign of the coordinates tells you which quadrant a point lies in:
* Quadrant I (QI): both x and y coordinates are positive (+)
* Quadrant II (QII): x coordinate is negative (-) and y coordinate is positive (+)
* Quadrant III (QIII): both x and y coordinates are negative (-)
* Quadrant IV (QIV): x coordinate is positive (+) and y coordinate is negative (-)
The point C (-5, -2) has a negative x-coordinate and a negative y-coordinate. Therefore, it lies in Quadrant III.
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A point both of whose co-ordinates are negative lies ina)quadrant II and IVb)quadrant I and IIIc)quadrant III onlyd)quadrant I onlyCorrect answer is option 'C'. Can you explain this answer?
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