If x > 0 and y > 0, then the point (x, y) lies in which quadrant?
Answers
Given that x > 0 and y is also > 0 .
This implies that both x and y are positive . So , we know that x and y are positive in the first quadrant . Therefore x and y lie in the .
➤There are four quadrants.
➤Numbering of quadrants is done in anticlockwise direction.
➤Both x-coordinate and y- coordinate are positive in first quadrant.
➤y - coordinate is positive in second quadrant and x - coordinate is negative in second quadrant.
➤Both x co-ordinate and y co-ordinate are the negative in third quadrant.
➤x co-ordinate is positive in 4th quadrant but why co-ordinate is negative in fourth quadrant.
➤There are two axis x axis and y axis.
➤ The point of intersection of both the axis is known as origin.
➤ The coordinates of origin are ( 0 , 0 )
➤ Co - ordinates on left side of x axis is taken as negative whereas the coordinates coordinates on the right side of the origin on the x axis are positive.
SOLUTION
TO DETERMINE
If x > 0 and y > 0, then the point (x, y) lies in which quadrant?
EVALUATION
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
Here the given point (x, y)
x - coordinates = x
y - coordinates = y
Now it is given that x > 0 and y > 0
Since Both the x - coordinates and y - coordinates are positive
Hence the point lies on first quadrant ( Quadrant I )
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