Math Problem Statement
The graph shows the four quadrants of the coordinate plane.
An XY coordinate plane divided into four quadrants. The x axis runs from left to right. The y axis runs up and down. Quadrant 1 is the top right quadrant. Quadrant 2 is the top left quadrant. Quadrant 3 is the bottom left quadrant. Quadrant 4 is the bottom right quadrant.
[y]
[x]
[\text{Quadrant I}]
[{\text{Quadrant II}}]
[{\text{Quadrant III}}]
[\text{Quadrant IV}]
Where is
[(2,-6)] located on the coordinate plane?
Choose 1 answer:
Choose 1 answer:
(Choice A) Quadrant
[\mathrm{I}]
A
Quadrant
[\mathrm{I}]
(Choice B) Quadrant
[\mathrm{II}]
B
Quadrant
[\mathrm{II}]
(Choice C) Quadrant
[\mathrm{III}]
C
Quadrant
[\mathrm{III}]
(Choice D) Quadrant
[\mathrm{IV}]
D
Quadrant
[\mathrm{IV}]
(Choice E)
[x]-axis
E
[x]-axis
(Choice F)
[y]-axis
F
[y]-axis
Solution
The point consists of an -coordinate of 2 and a -coordinate of .
- The -coordinate is positive, which means it is to the right of the origin.
- The -coordinate is negative, which means it is below the origin.
A point with a positive -coordinate and a negative -coordinate is located in Quadrant IV.
So, the correct answer is:
Choice D: Quadrant IV.
Would you like further details on this or have any other questions?
Here are five related questions you could explore:
- Where would the point be located on the coordinate plane?
- What are the signs of the coordinates in Quadrant II?
- How would you locate the point on the coordinate plane?
- What is the significance of the origin on the coordinate plane?
- How do the axes divide the coordinate plane into four quadrants?
Tip: In Quadrant IV, the -coordinates are always positive and the -coordinates are always negative.
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Math Problem Analysis
Mathematical Concepts
Coordinate Geometry
Quadrants of the Coordinate Plane
Formulas
-
Theorems
-
Suitable Grade Level
Grades 6-8
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