Question

find the length indicated.

1. find su

s t u v
1
22
12

1. find eb

e d c b
9
16
12

1. find ce

b c d e
6
8
11

Explanation:

Step1: Analyze the first - line segment

For finding $SU$, we know that $SV = 22$ and $UV=12$. Since $SU=SV - UV$, we substitute the values.
$SU = 22-12$

Step2: Calculate the value of $SU$

$SU = 10$

Step3: Analyze the second - line segment

For finding $EB$, we know that $ED + DB=EB$. Given $ED = 12$ and $DB = 16 - 9=7$, then $EB=12 + 7$.
$EB=19$

Step4: Analyze the third - line segment

For finding $CE$, we know that $CD = 11 - 6 = 5$ and $DE = 8$. Since $CE=CD + DE$, we substitute the values.
$CE=5 + 8$

Step5: Calculate the value of $CE$

$CE = 13$

Answer:

1. $SU = 10$
2. $EB = 19$
3. $CE = 13$