Cartesian Grid - Vector from Coordinates (Angle) (Level 2)

This math topic focuses on understanding vector changes in the Cartesian coordinate system. It guides learners through determining the vector change, specifically in (x,y) values, needed to move from point A to point B on a grid. Each problem presents two points with their coordinates, and students are tasked to calculate the x and y changes required to navigate from the initial to the final point. The problems increase in complexity, helping students apply and enhance their skills in vector quantity calculations and graphical grid analysis.

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

Vector from Coordinates (Angle)

Complete these online problems with 80% or 4 correct answers in a row. Results are immediate.

Find the (x,y) change that the given move between (x,y) coordinates A and B would be

\text{Point A:} (-1,1) \\ \text{Point B:} (1,3)

Cartesian Grid - Vector from Coordinates (Angle) Worksheet

Math worksheet on 'Cartesian Grid - Vector from Coordinates (Angle) (Level 2)'. Part of a broader unit on 'Cartesian Grid Basics - Practice' Learn online: app.mobius.academy/math/units/cartesian_grid_practice/

Find the (x,y) change that the given move between (x,y) coordinates A and B would be

$A LaTex expression showing \text{Point A:} (0,1) \\ \text{Point B:} (3,4)$

Find the (x,y) change that the given move between (x,y) coordinates A and B would be

$A LaTex expression showing \text{Point A:} (0,1) \\ \text{Point B:} (3,3)$

Find the (x,y) change that the given move between (x,y) coordinates A and B would be

$A LaTex expression showing \text{Point A:} (2,-3) \\ \text{Point B:} (3,-1)$

Find the (x,y) change that the given move between (x,y) coordinates A and B would be

$A LaTex expression showing \text{Point A:} (-1,0) \\ \text{Point B:} (0,2)$

Find the (x,y) change that the given move between (x,y) coordinates A and B would be

$A LaTex expression showing \text{Point A:} (0,0) \\ \text{Point B:} (3,1)$

Find the (x,y) change that the given move between (x,y) coordinates A and B would be

$A LaTex expression showing \text{Point A:} (-2,1) \\ \text{Point B:} (1,4)$

Find the (x,y) change that the given move between (x,y) coordinates A and B would be

$A LaTex expression showing \text{Point A:} (-3,1) \\ \text{Point B:} (-2,4)$