Let point be between and on . Given that , and , solve for .
A 18
B 19
C 20
D 21
Please select the best ...

Question

Let point $C$ be between $V$ and $W$ on $\overline{	ext { FW }}$. Given that $V W=61, V C=z+13$, and $C W=z+8$, solve for $z$.
A 18
B 19
C 20
D 21
Please select the best answer from the choices provided
A
B
C
D

CramX · Accepted Answer

Step 1: : Since point $C$ is between points $V$ and $W$ on $\overline{	ext { FW }}$, we can write the length of segment $\overline{	ext { VW }}$ as the sum of the lengths of segments $\overline{	ext {VC}}$ and $\overline{	ext {CW}}$.. This gives us the equation: Step 2: : We are given that $VW = 61$, $VC = z + 13$, and $CW = z + 8$.. Substituting these values into the equation from Step 1, we get: Step 3: : Simplify and solve for $z$:. Final Answer: The value of $z$ is 20, which corresponds to answer choice C.

Q
QuestionAnatomy and Physiology

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Step 1:
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Step 2:
: We are given that $VW =
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1$, and $CW = z + 1$.

Step 3:
: Simplify and solve for $z$:

Final Answer

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