The area of a given hexagon is equal to the area of an equilateral triangle whose perimeter is 36 inches. can you please help me Find the length of a side of the regular hexagon.?
2*6^1/2
Question
Rating

Questions asked by the same visitor
When chords intersect in a circle, the vertical angles formed intercept congruent arcs.?
Weegy: That is called "Chord Central Angles Conjecture." (More)
Question
can you please help me Find the area of an equilateral triangle (regular 3-gon) with the given measurement.? 6-inch side. A = sq. in.?
Weegy: Here are the shortcut formulas, perimeter is P=3s, area is A=(1/2)sh, h=[(sqrt 3)/2]s where h is height and s is side, all sides are equal, if the given is radius it means it is in the center, so from any point to center is equal length. r=(2/3)h. [ I also have my own equation if r is given to get the side instantly, s^2=(2x)^2-x^2 where x is radius. i'll answer #1 to give idea. So given r=3in, apply s^2=(2x)^2-x^2, so s^2=(2*3)^2-3^2 => s=sqrt (36-9) => s=sqrt 27 => s=sqrt (9*3) => s=3(sqrt 3). Then h=(3/2)r => h=3*3/2 => h=9/2 then A=(1/2)*3(sqrt 3)*(9/2) => A=27(sqrt 3)/4 in^2 answer. If you want to use h=[(sqrt 3)/2]s to get s, you should get h 1st from r, so since h=9/2 then (9/2)*[2/sqrt 3)]=s => 9/sqrt 3=s to cancel fraction multiply by sqrt 3/sqrt 3, so s=9(sqrt 3)/3 => s=3(sqrt 3). So in hexagon you just break it in 6 parts, the radius given in #2 is already the side, after getting 1 area just multiply by 6 for total area. the rest are repetitions. Hope this helps ] (More)
Question
can you please help me Find the area of an equilateral triangle (regular 3-gon) with the given measurement.? 6-inch radius A = sq. in.?
Weegy: Can you kindly complete the details for your question please. User: what is for equilateral triangle (regular 3-gon) with the given measurement. 6-inch radius A = sq. in.? (More)
Question
9-inch perimeter how many will it be A = sq. in.?
Weegy: what is the polygon's shape? (More)
Question
(regular 3-gon)
Weegy: The regular 3-gon, known as the equilateral triangle, was constructed in I.1, while the regular 4-gon, known as the square, was constructed in I.46. In book IV, regular 5-gons and regular 6-gons have been constructed. [ An application of III.30 (which was used in this proposition) can double the number of sides of a regular polygon, and therefore regular polygons with 8, 10, 12, 16, 20, 24, etc., sides can be constructed. This proposition shows how to use a regular m-gon and a regular n-gon to produce a regular mn-gon, provided that m and n are relatively prime numbers. That produced a 15-gon, and from that we can produce regular polygons with 30, 60, 120, etc., sides. Thus, a regular n-gon can be constructed if the only prime numbers that divide n are 2, 3, and 5, where 2 can be a repeated factor, but 3 and 5 are not repeated. ] (More)
Question
Popular Conversations
A geocentric system is ...
Weegy: A geocentric system is Earth-centered. User: In the past, astronomical observations were an important part of ...
coercive
Weegy: The Coercive Acts were meant to reverse the trend of colonial resistance but actually provoked higher levels of ...
Which of the following statements does NOT describe how teens can ...
Weegy: In order to gain the maximum benefits from an exercise program, you should include both cardiovascular training ...
The wicked witch and the big bad wolf are examples of A. ...
Weegy: A. Dynamic Characters, characters you know and love from fictional stories. User: If an author wanted to ...
In order to minimize the difficulty associated with meeting monthly ...
Weegy: In order to minimize the difficulty associated with meeting monthly loan payments, the debt service ratio should ...
Why are closing costs a one time fee?
Weegy:
What is Marasmus? User: What is kwashiorkor?
Weegy: Kwashiorkor is a childhood disease that is caused by protein deprivation. User: What is ketosis? User: ...
Which of the following is known to increase an individual's chances ...
Weegy: Diabetes is characterized by excessively low blood sugar levels. Yes, this can be true about diabetes. User: ...
Weegy Stuff
S
Points 734 [Total 734] Ratings 10 Comments 614 Invitations 2 Offline
S
Points 715 [Total 715] Ratings 13 Comments 585 Invitations 0 Offline
S
Points 646 [Total 646] Ratings 0 Comments 646 Invitations 0 Offline
S
1
L
L
P
R
P
L
P
P
R
Points 299 [Total 12551] Ratings 2 Comments 279 Invitations 0 Offline
S
L
P
P
P
Points 166 [Total 3543] Ratings 0 Comments 166 Invitations 0 Offline
S
Points 38 [Total 107] Ratings 0 Comments 38 Invitations 0 Offline
S
L
Points 24 [Total 4116] Ratings 0 Comments 24 Invitations 0 Online
S
Points 12 [Total 12] Ratings 1 Comments 2 Invitations 0 Offline
S
Points 10 [Total 10] Ratings 1 Comments 0 Invitations 0 Offline
S
Points 4 [Total 4] Ratings 0 Comments 4 Invitations 0 Offline
* Excludes moderators and previous
winners (Include)
Home | Contact | Blog | About | Terms | Privacy | © Purple Inc.