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gizmo_the_mogwai [7]
4 years ago
12

Jan is constructing an inscribed regular hexagon for the circle shown. Point A will be one vertex of the hexagon. What step shou

ld be completed next?

Mathematics
1 answer:
AURORKA [14]4 years ago
5 0

Answer:

D) set the width of the compass to equal AP

Step-by-step explanation:

  • <em>Regular hexagon has a property that its side is equal to radius.</em>
  • <em> The step which should be taken is to set the length of compass equal to radius which is the distance AP.</em>

Correct answer option is D)

<u>Answer options:</u>

  • A) draw a ray from point P through A
  • B) construct a diameter of the circle
  • C) place a second point on the circle
  • D) set the width of the compass to equal AP

<u />

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Figure ABCD is a parallelogram.
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Can somebody please help me
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Answer:

Part 9)

m∠1=88°

m∠2=33°

m∠3=88°

m∠4=59°

Part 10)

m∠1=47°

m∠2=43°

m∠3=90°

m∠4=43°

Step-by-step explanation:

Part 9)

<em>Find the measure of m∠1</em>

we know that

33°+m∠1+59°=180° ----> by a straight angle

so

m∠1+92°=180°

m∠1=180°-92°

m∠1=88°

<em>Find the measure of m∠2</em>

we know that

m∠2=33° ----> by vertical angles

<em>Find the measure of m∠3</em>

we know that

m∠2=m∠1 ----> by vertical angles

we have

m∠1=88°

so

m∠3=88°

<em>Find the measure of m∠4</em>

we know that

m∠4=59° ----> by vertical angles

Part 10)

<em>Find the measure of m∠1</em>

we know that

m∠1=47° ----> by vertical angles

<em>Find the measure of m∠2</em>

we know that

m∠1+m∠2=90° ----> by complementary angles

we have

m∠1=47°

substitute

47°+m∠2=90°

m∠2=90°-47°

m∠2=43°

<em>Find the measure of m∠3</em>

we know that

m∠3=90° ----> by vertical angles

<em>Find the measure of m∠4</em>

we know that

m∠4=m∠2 ----> by vertical angles

we have

m∠2=43°

so

m∠4=43°

7 0
3 years ago
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