HELP QUICK PLS, For each of the figures, write Absolute Value equation in the form |x−c=d|, where c and d are some numbers, to satisfy the given solution set.
pls answer BOTH subquestions

b) x=5, x=17
d) x=-1/2, x=1/2

b) |y-11|=6

               d) |a-0|=1/2

Step-by-step explanation:

In the number line its y for b) and a for d) not x

How to solve b):

The equation is |y-c|=d

y=5,x=17

find the midpoint between those numbers. (17+5)/2=11

c=11, c is always the midpoint of the equation

|y-11|=d

for d, substatute y, y=5, y=17

|5-11|=6

|17-11|=6

d=6, thus your answer |y-11|=6

How to solve d)

Same thing

equation = |a-c|=d

a=1/2,a=-1/2

the midpoint of 1/2 and -1/2=0

c=0, |a-0|=d

substitue a, |1/2-0|=1/2 , |-1/2-0|=1/2, thus your answer |a-0|=1/2

they are simplified

step-by-step explanation: