C is the midpoint of AB . AC=2x +2 and AB=8x. Set up an equation and showing all steps, solve for x and length CB.
1 answer:
See the attached drawing for a visual.
Since we know that AC = CB is half the length of AB, we can write that in equation form. The goal is to determine the length of 




Now that we know the value of
, we can find the value of
:



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Answer:
V=πr2h=π·62·8≈904.77868
Step-by-step explanation
Look at https://quizlet.com/subject/term%3Aangles%20%3D%20two%20rays%20with%20a%20common%20endpoint%20form%2... and it will help you tremendously.
In ∆ABD

In ∆BCD

Now
IN PARALLELOGRAM ABCD

Option A
6) 381/100
7) 231/1000
8) -303//25
9) 9/1000
10) -227/50
Supplements add up to 180°
so just subtract 164 from 180
180
<u>-164
</u> 16