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Cartesian Grid - Direction from a Vector (Angle) (Level 1)

This math topic focuses on interpreting Cartesian coordinates to determine directions based on given vector changes. Each question presents a pair of (x,y) coordinates, and students are tasked with identifying the correct directional movement (e.g., "Right 2, Up 3") from multiple choices. The problems aim to enhance understanding of spatial relationships and vector navigation on a Cartesian grid, providing a foundational skill for more complex vector and coordinate geometry discussions.

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

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Direction from a Vector (Angle)

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Find the direction that the given (x,y) change would be

(4,1)

Cartesian Grid - Direction from a Vector (Angle) Worksheet

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Math worksheet on 'Cartesian Grid - Direction from a Vector (Angle) (Level 1)'. Part of a broader unit on 'Cartesian Grid Basics - Intro' Learn online: app.mobius.academy/math/units/cartesian_grid_basics/
1
Find the direction that the given (x,y) change would be
(4,3)
a
Right 4, Up 4
b
Right 4, Up 3
c
Right 5, Up 3
d
Left 3, Up 4
e
Right 3, Up 4
f
Right 3, Up 3
2
Find the direction that the given (x,y) change would be
(2,1)
a
Left 2, Up 1
b
Right 3, Up 1
c
Right 2, Up 2
d
Right 1, Down 2
e
Right 1, Up 2
f
Right 2, Up 1
3
Find the direction that the given (x,y) change would be
(1,3)
a
Right 1, Up 4
b
Up 3
c
Right 1, Up 2
d
Right 1, Up 3
e
Right 1, Down 3
f
Left 1, Up 3
4
Find the direction that the given (x,y) change would be
(2,2)
a
Left 2, Up 2
b
Right 1, Up 2
c
Right 2, Down 2
d
Right 3, Up 2
e
Right 2, Up 3
f
Right 2, Up 2
5
Find the direction that the given (x,y) change would be
(2,3)
a
Right 3, Up 3
b
Right 1, Up 3
c
Right 2, Up 3
d
Right 2, Up 4
e
Right 2, Down 3
f
Right 2, Up 2
6
Find the direction that the given (x,y) change would be
(3,1)
a
Right 3, Up 1
b
Right 3
c
Left 3, Up 1
d
Right 3, Down 1
e
Left 1, Up 3
f
Right 4, Up 1
7
Find the direction that the given (x,y) change would be
(3,3)
a
Right 4, Up 3
b
Left 3, Up 3
c
Right 3, Up 4
d
Right 3, Down 3
e
Right 2, Up 3
f
Right 3, Up 3