Vector Between Displayed Points With Coordinates (Straight) (Level 3)

This math topic focuses on understanding vectors in the Cartesian grid by determining the (x,y) changes between two points. It helps develop skills in reading Cartesian coordinates from diagrams and calculating directional changes in a straight line movement from one point to another. Each problem requires identifying the vector needed to move from point A to point B based on provided images of the Cartesian plane. This topic is introductory and forms part of a larger unit on the basics of the Cartesian grid.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Cartesian Grid - Vector Between Displayed Points With Coordinates (Straight) Worksheet

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Cartesian Grid - Vector Between Displayed Points With Coordinates (Straight)
1
Find the (x,y) change to go from point A to point B on the diagram
An svg image showing a math problem
a
(0,1)
b
(0,3)
c
(0,-2)
d
(0,2)
e
(2,0)
f
(-1,2)
2
Find the (x,y) change to go from point A to point B on the diagram
An svg image showing a math problem
a
(-5,0)
b
(0,-5)
c
(5,0)
d
(-4,0)
e
(-5,-1)
f
(0,5)
3
Find the (x,y) change to go from point A to point B on the diagram
An svg image showing a math problem
a
(0,-3)
b
(0,-4)
c
(-1,-3)
d
(3,0)
e
(1,-3)
f
(-3,0)
4
Find the (x,y) change to go from point A to point B on the diagram
An svg image showing a math problem
a
(2,0)
b
(0,2)
c
(-2,0)
d
(0,-1)
e
(0,-2)
f
(-1,-2)
5
Find the (x,y) change to go from point A to point B on the diagram
An svg image showing a math problem
a
(0,-3)
b
(0,3)
c
(0,4)
d
(-1,3)
e
(3,0)
f
(1,3)
6
Find the (x,y) change to go from point A to point B on the diagram
An svg image showing a math problem
a
(-3,0)
b
(3,0)
c
(0,-4)
d
(0,3)
e
(1,-3)
f
(0,-3)
7
Find the (x,y) change to go from point A to point B on the diagram
An svg image showing a math problem
a
(-1,4)
b
(0,5)
c
(4,0)
d
(-4,0)
e
(0,4)
f
(1,4)
8
Find the (x,y) change to go from point A to point B on the diagram
An svg image showing a math problem
a
(-1,4)
b
(1,4)
c
(0,5)
d
(0,4)
e
(0,-4)
f
(-4,0)