Question

e. explain the relationship between the coordinates of point a and point c.
f. point a is reflected across the y - axis and then across the x - axis. write the coordinates of the reflection of point a as an ordered pair.

1. use the graph to answer parts (a) - (g).

a. write the coordinates of point f as an ordered pair.
b. reflect point f across the x - axis and label the reflection h. write the coordinates of point h as an ordered pair.

Explanation:

Step1: Identify point F coordinates

Point F is at $x=-5$, $y=-2$, so coordinates are $(-5, -2)$.

Step2: Reflect F across x-axis

Reflecting across x-axis flips y-sign: $(x, -y) = (-5, -(-2)) = (-5, 2)$.

Step3: Address missing points (A,C)

Parts e and f lack point A/C coordinates, so only solvable parts are 2a and 2b.

Answer:

2a. $(-5, -2)$
2b. $(-5, 2)$

Note: Parts e and f cannot be solved as the coordinates of point A and point C are not provided in the image. Please share those coordinates to answer those questions.