What is the height of the shape formed by the sectors shown below? A circle is cut into 8 equal sections. The sections are arran
ged into the shape of a parallelogram with a base of pi r and height of question mark.
r
d
pi times r
Pi times d
r
d
pi times r
Pi times d
2 answers:
This question is incomplete because it does not show us the diagram. Find attached to this answer, the appropriate diagram
Question
What is the height of the shape formed by the sectors shown below? A circle is cut into 8 equal sections. The sections are arranged into the shape of a parallelogram with a base of pi r and height of question mark.
a. r
b. d
c. pi times r
d Pi times d
Answer:
a. r
Step-by-step explanation:
In the diagram shown, we can see the sections are divided into 8 and each has a radius of r
The 8 sections from the circle is used to form the a parallelogram.
If we take a look at the diagram of the parallelogram closely, we can see definitely that it still showing the divided 8 equal sections using to form it.
Hence, the height of the parallelogram = the radius of the circle.
Therefore, height of the shape formed by the sectors is r
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