The x-coordinate of point P is positive, and the y-coordinate of point P is positive. In which quadrant is point P?
Based on the given information, point P is in the first quadrant.
Use algebra tiles to find the difference. Let one white tile equal +1 and one black tile equal -1.
10 - 9
-19
19
-3
1
To find the difference between 10 and 9 using algebra tiles, we can represent 10 with ten white tiles and 9 with nine white tiles. Since we are subtracting 9 from 10, we need to remove 9 white tiles. This leaves us with one white tile remaining. Therefore, the difference between 10 and 9 is 1.
If the x-coordinate of a point is positive and the y-coordinate of a point is positive, then the point lies in Quadrant I.
To determine in which quadrant point P is located, you need to consider the signs of its x and y coordinates.
In this scenario, you have been given that the x-coordinate of point P is positive and the y-coordinate of point P is positive.
In the Cartesian coordinate system, the quadrants are labeled as follows:
Quadrant I: (+, +)
Quadrant II: (-, +)
Quadrant III: (-, -)
Quadrant IV: (+, -)
Since both the x-coordinate and y-coordinate of point P are positive, it falls within Quadrant I.