This math topic focuses on understanding how to navigate a Cartesian grid by using vectors. Each problem presents a starting point labeled 'A' and a vector that specifies the direction and distance to move from this starting point. Students must determine the final landing point after moving according to the vector. The problems aim to build basic skills in interpreting vectors in a Cartesian plane and predicting the resulting positional changes. This foundational knowledge is critical in geometry and vector algebra.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
Complete this topic with 80% correct, working as fast as you can! Results are immediate.
Starting at 'A' and moving by (-3,-2) will land on what point?