Cartesian Grid Basics - Practice

28 Topics, 3 Skills

Direction from a Vector (Angle)

Topic 1

Direction from a Vector (Angle)

Topic 2

Moving from Point to Point by Vector on the Cartesian Grid

Topic 3

Moving from Point to Point by Vector on the Cartesian Grid

Topic 4

Vector from Direction (Angle)

Topic 5

Vector from Direction (Angle)

Topic 6

Direction from Coordinates (Straight)

Topic 7

Direction from Coordinates (Angle)

Topic 8

Direction from Coordinates (Angle)

Topic 9

Direction from Coordinates (Angle)

Topic 10

Vector from Coordinates (Straight)

Topic 11

Vector from Coordinates (Straight)

Topic 12

Vector from Coordinates (Angle)

Topic 13

Vector from Coordinates (Angle)

Topic 14

Vector from Coordinates (Angle)

Topic 15

Distance Between Coordinates (Straight)

Topic 16

Distance Between Coordinates (Straight)

Topic 17

Distance Between Coordinates (Straight)

Topic 18

Direction from a Vector (Angle)

Topic 19

Moving from Point to Point by Vector on the Cartesian Grid

Topic 20

Vector Between Displayed Points With Coordinates (Angle)

Topic 21

Vector Between Displayed Points With Coordinates (Angle)

Topic 22

Vector Between Points (Angle)

Topic 23

Vector Between Displayed Points With Coordinates (Angle)

Topic 24

Vector Between Points (Angle)

Topic 25

Vector Between Displayed Points With Coordinates (Angle)

Topic 26

Vector Between Points (Angle)

Topic 27

Vector Between Points (Angle)

Topic 28

Moving from Point to Point by Vector on the Cartesian Grid

Level 2

This math topic focuses on teaching students how to navigate between points on a Cartesian grid using vectors. Each problem presents a starting point labeled 'A' and a vector, asking the learner to identify the new location reached by applying the vector movement to point 'A'. The grid and vector movements are represented visually, complemented by multiple-choice answers for each question, testing the student's understanding of vector addition and their ability to visualize and interpret positional changes on the Cartesian plane.

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

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