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3 votes
If AD = y + 6 and DC = 2y, what is the length of DC?

2 Answers

2 votes

Answer:


DC=12\ units

Explanation:

Step 1

Find the value of y

In this problem we know that


AD=DC -----> equation A


ED=DB

see the attached figure to better understand the problem

so

we have


AD=y+6


DC=2y

substitute the values in the equation A


y+6=2y

solve for y


2y-y=6


y=6\ units

Step 2

Find the value of DC

we have that


DC=2y

substitute the value of y


DC=2(6)=12\ units


If AD = y + 6 and DC = 2y, what is the length of DC?-example-1
User Gvtha
by
7.5k points
1 vote
I have attached the image for this problem.

We are given
AD = y + 6 and DC = 2y

From the figure, we have the equation
AD = DC
Substituting the given
y + 6 = 2y
Solving for y
y = 6

Subsituting the value of y in DC
DC = 2(6) = 12
If AD = y + 6 and DC = 2y, what is the length of DC?-example-1
User Juan Girini
by
6.9k points