Given ed ≅ db , which statements about the figure are true? check all that apply. eb is bisected by df a is the midpoint of fc fc bisects db eb is a segment bisector fa = 1/2fc da ≅ ab

EB is bisected by DF                            Option A

A is the midpoint of FC                        Option B

EB is a segment bisector                     Option D

FA = 1/2FC                                             Option E

Step-by-step explanation:

In the given question:

ED ≅ DB  (ED is congruent to DB)

and a diagram, it shows:

Line segment EB and point D & A on the line segment EB.

FD is another line segment and FC cuts the line segment at point A such that, FA is equal to AC.

It means A is the mid point of FC.

and EB defined as angle bisector of FC.

DF is also bisector of EB.

So,

EB is bisected by DF                            Option A

A is the midpoint of FC                        Option B

EB is a segment bisector                     Option D

FA = 1/2FC                                             Option E

Above options are correct for given figure.

A,B,D, and E

Step-by-step explanation:

Edge 2020

shell's the art director at her local community center. she paid $10 and for each child that attends she earns $4.

for each child she ears $4 that is the slope m = 4

she paid $10, that is the initial amount paid. so 10 is the y intercept b

m =4   and b = 10

y intercept is 10 so the point is (0,10)

we start graph from y intercept (0,10)

slope = 4 . we know slope = rise / run

slope = 4   or 4/1   are same

rise = 4   and run = 1

for rise we move 4 units up and for run we move 1 unit to the right

the graph is attached below

x axis is the number of child she attends

y axis is the amount   she earns