Question

use the coordinate plane at the right for exercises 1-18. for exercises 1-12, give the coordinates of each point. then name the quadrant or axis on which each point lies. 1. a
(2, 2), i

1. b

______

1. c

______

1. d

______

1. p

______

1. f

______

1. g

______

1. h

______

1. n

______

1. j

______

1. k

______

1. l

______

Explanation:

2. Point B

Step1: Find x - coordinate

From the graph, point B is 5 units left of the origin on the x - axis, so \(x=- 5\).

Step2: Find y - coordinate

Point B is 5 units above the origin on the y - axis, so \(y = 5\).

Step3: Determine quadrant

Since \(x<0\) and \(y>0\), it lies in Quadrant II.

Step1: Find x - coordinate

Point C is 6 units left of the origin on the x - axis, so \(x=-6\).

Step2: Find y - coordinate

Point C is 3 units above the origin on the y - axis, so \(y = 3\).

Step3: Determine quadrant

Since \(x<0\) and \(y>0\), it lies in Quadrant II.

Step1: Find x - coordinate

Point D is on the y - axis, so \(x = 0\).

Step2: Find y - coordinate

Point D is 3 units below the origin on the y - axis, so \(y=-3\).

Step3: Determine axis

It lies on the y - axis.

Answer:

\((-5,5)\), II

3. Point C