Respuesta :
Answer:
D The x-coordinate is β1 , the y-coordinate is β2 , and the point lies in the third quadrant.
Explanation:
[POSITIVE, NEGATIVE] β QUADRANT IIII
[NEGATIVE, NEGATIVE] β QUADRANT III
[NEGATIVE, POSITIVE] β QUADRANT II
[POSITIVE, POSITIVE] β QUADRANT I
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Answer:
D The x-coordinate is β β1 β, the y-coordinate is β β2 β, and the point lies in the third quadrant.
Step-by-step explanation:
The point on a plane can be written by the following symbol: Β [tex](x, y)[/tex] where
x presents for the x-coordinate and y presents for the y-coordinate
In this question, we have the given point (β1,ββ2), so
- The x-coordinate is β β1 β
- The y-coordinate is β β2
About the quadrant, as we know that, if
x and y are positive, the point will be in quadrant 1
x is negative and y is positive, the point will be in quadrant 2
x and y are negative, the point will be in quadrant 3
x is positive and y is negative, the point will be in quadrant 4
In this question, (β1,ββ2) are negative so we choose quadrant 3
The answer is:
D The x-coordinate is β β1 β, the y-coordinate is β β2 β, and the point lies in the third quadrant.
