|
Question 253091: If the sum of the interior angles of a polygon is 2340, how many sides does the polygon have?
Answer by MRperkins(300)   (Show Source):
You can put this solution on YOUR website! FORMULA: (n-2)180=sum of the interior angles.
Where n=number of angles of a regular polygon.
We know that the sum of the interior angles is 2340
so
(n-2)180=2340 divide both sides by 180 and get
n-2=13 add 2 to both sides and get
n=15 Therefore, this polygon has 15 sides.
.
Do you want your math questions answered quickly and completely? Do you want to ask follow up questions like, “How do you do that?” or “Why did you do that?”? Email your questions to justin.sheppard.tech@hotmail.com and I will answer your questions within 12 hours of submission (usually within 2-3 hours of submission). I charge $2 per question and I will provide a .pdf file of the problem worked out. I will also offer to discuss the problem with you over the phone, through skype, or via an online whiteboard. Payments to be made securely through PayPal AFTER you are satisfied with the answer and services that I provide. This eliminates the possibility of being scammed (worst case scenario is that I provide you with your answer and you don’t pay me).
.
Respectfully,
Justin
justin.sheppard.tech@hotmail.com
|
|
|
| |
