1. Find the area of an octagon (8 sided figure) that is inscribed in a circle and has four consecutive sides of ength 3 units and the remaining sides of length 2 units. Give the answer in the form a+byc with a, b and e positive integers. AB = BC = CD =DE = 3 and EF = FG = GH = HA = 2 в 3(4)+2[4)+20 2 н 3.360>54° 2u 36 2.360 336' G h6 36/ 13u-54 0=(3 180-36 =72" 2. Sml7ź) 'Snl72) A= 2:5m (36) ??.snCG8)-smc6?] A =- 2. Sincs 4) 33.678 uait? 4o 4.416units6 Arca= 29.976u sits 2.
1. Find the area of an octagon (8 sided figure) that is inscribed in a circle and has four consecutive sides of ength 3 units and the remaining sides of length 2 units. Give the answer in the form a+byc with a, b and e positive integers. AB = BC = CD =DE = 3 and EF = FG = GH = HA = 2 в 3(4)+2[4)+20 2 н 3.360>54° 2u 36 2.360 336' G h6 36/ 13u-54 0=(3 180-36 =72" 2. Sml7ź) 'Snl72) A= 2:5m (36) ??.snCG8)-smc6?] A =- 2. Sincs 4) 33.678 uait? 4o 4.416units6 Arca= 29.976u sits 2.
Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE:
1. Give the measures of the complement and the supplement of an angle measuring 35°.
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So this is the pitcure of the quesiton I did with all the work done. I *think* the area is correct, but feel free to do it on your own. My main question is how to put my answer in the form a + b sqrt(c). I have no idea how to do that with this question.
![1. Find the area of an octagon (8 sided figure) that is inscribed in a circle and has four consecutive sides of ength 3 units and
the remaining sides of length 2 units. Give the answer in the form a+byc with a, b and e positive integers.
AB = BC = CD =DE = 3 and EF = FG = GH = HA = 2
в
3(4)+2[4)+20
2
н
3.360>54°
2u
36
2.360 336'
G h6
36/
13u-54 0=(3
180-36
=72"
2. Sml7ź) 'Snl72)
A=
2:5m (36)
??.snCG8)-smc6?]
A =-
2. Sincs 4)
33.678 uait?
4o 4.416units6
Arca= 29.976u sits
2.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5bbcaeb2-3c28-4109-9b3e-41092f700595%2F7d291eed-0026-4dfd-a373-945e5ae916cd%2Frjtkz6.png&w=3840&q=75)
Transcribed Image Text:1. Find the area of an octagon (8 sided figure) that is inscribed in a circle and has four consecutive sides of ength 3 units and
the remaining sides of length 2 units. Give the answer in the form a+byc with a, b and e positive integers.
AB = BC = CD =DE = 3 and EF = FG = GH = HA = 2
в
3(4)+2[4)+20
2
н
3.360>54°
2u
36
2.360 336'
G h6
36/
13u-54 0=(3
180-36
=72"
2. Sml7ź) 'Snl72)
A=
2:5m (36)
??.snCG8)-smc6?]
A =-
2. Sincs 4)
33.678 uait?
4o 4.416units6
Arca= 29.976u sits
2.
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