the point (5,-2) belongs to
Answers
Answer:
4. Quadrant
Step-by-step explanation:
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The point (5,- 2) belongs to fourth quadrant
Given :
The point (5,- 2)
To find :
The point (5,- 2) lies in which quadrant
Concept :
We know that in two dimensional geometry the Cartesian plane is divided by coordinate axis in 4 quadrant
1. Quadrant I : Both the x - coordinates and y - coordinates are positive
2. Quadrant II : The x - coordinate is negative and the y - coordinate is positive
3. Quadrant III : Both the x - coordinates and y - coordinates are negative
4. Quadrant IV : The x - coordinate is positive and the y - coordinate is negative
Solution :
Step 1 of 2 :
Write down the given point
Here the given point is (5,- 2)
Step 2 of 2 :
Find the quadrant where the point lies
For the point (5,- 2)
x - coordinate = 5 which is positive
y - coordinate = - 2 which is negative
Hence the point lies on fourth quadrant
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