Using the given information, the length of WZ is 8
<h3>Length of a line </h3>
From the question, we are to find the length of WZ
From the given information,
Y is the midpoint of WZ
and
X is the midpoint of WY
First,
We will create a line that models the given description
<u>W X Y Z</u>
2
From the given information,
XY = 2
Since X is the midpoint of WY
Then,
WX = XY
∴ WX = 2
Thus
WY = WX + XY
WY = 2 + 2
WY = 4
Also,
Y is the midpoint of WZ
Then,
WY = YZ
∴ YZ = 4
Thus,
WZ = WY + YZ
WZ = 4 + 4
WZ = 8
Hence, the length of WZ is 8
Learn more on Calculating length of a line here: brainly.com/question/13191885
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The answer you are looking for is 324
Solving this problem is just pretty straight forward. We
simply have to get the ratio of distance and time to get the speed. that is:
speed = distance / time
speed = 100 m / 10.94 s
<span>speed = 9.14 m/s</span>
Given :
Set of x-intercepts {-3,1,7},
point through which it passes (-2,54)
Now,
Step 1: Substitute value of x intercepts in equation, 
, we get,
... equation (1)
Step 2: substitute x an y with the point through which it passes,
∴ 
Step 3: Now, substituting value of a in equation (1), we have
(Requited cubic equation)
Answer:
First of all since they are dividing subtract the powers of the base from each other .
Make sure the bases are the same.
((6^7-6)(3^3-4))³
((6)(3^-1))³
(6³)(3^-3)
216 × 1/27
= 8
That's option d.
Hope this helps.
