Which one  of the following is NOT  a coordinate of the unit square in the first quadrant?Question 2Answera.(1, 0)b.(0, 1)c.(-1, -1)d.(1, 1)

Break Down the Problem

1. Identify the coordinates of a unit square in the first quadrant.
2. Determine which of the given options does not belong to the unit square.

Relevant Concepts

• A unit square in the first quadrant has corners at the following coordinates: (0,0), (1,0), (0,1), and (1,1).
• Any coordinate that lies outside of these points can be considered as NOT part of the unit square.

Analysis and Detail

1. Coordinate (1, 0): This point is on the boundary of the unit square.
2. Coordinate (0, 1): This point is also on the boundary of the unit square.
3. Coordinate (1, 1): This point is a corner of the unit square.
4. Coordinate (-1, -1): This point lies outside the first quadrant and therefore cannot be a coordinate of the unit square.

Verify and Summarize

The only option that does not fit within the coordinates of the unit square in the first quadrant is (-1, -1), as it lies in the third quadrant.

Final Answer

The coordinate that is NOT a part of the unit square in the first quadrant is c. (-1, -1).