Vaughan Cole
09/12/2024 · Senior High School

quadrant of thed as follows. 1 unit upwards 4 units to the right 3 units downwards

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Step-by-step Solution

To determine the final position after moving according to the given instructions, we can break down the movements step by step. 1. **Start at the origin (0, 0)**. 2. **Move 1 unit upwards**: This changes the y-coordinate from 0 to 1. The new position is (0, 1). 3. **Move 4 units to the right**: This changes the x-coordinate from 0 to 4. The new position is (4, 1). 4. **Move 3 units downwards**: This changes the y-coordinate from 1 to -2 (1 - 3 = -2). The final position is (4, -2). So, after following all the movements, the final coordinates are **(4, -2)**. This position is in the fourth quadrant of the Cartesian coordinate system, where x is positive and y is negative.

Quick Answer

The final position is (4, -2) in the fourth quadrant.
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