one side of a polygon is 20ft. find the corresponding of a similar polygon with corresponding sides of the first polygon 3ft.to the second polygon 9ft. What is the ratio of their perimeters?
@mads4566 , The ratio of corresponding side of 1st polygon and 2nd polygon \[={{3}\over{9}}={{1}\over {3}}\] Now , in the question we know a side of first polygon, then how wll you find the side of 2nd polygon, @mads4566 ??
*will
cross multiply of some sort...
Yes. Tell me what according to you would be the corresponding side for 2nd polygon, given 1st polygon side is 20 ft??
Assume 1st polygon side =1 ft , then 2nd polygon side would be = 3ft Now 1st polygon side =20 ft , then 2nd polygon side would be = ?
60
Exactly.
Now what do you think will be the ratio of their perimeters??
i was half way thru a test and my computer shut down :'( idk what problem tht is anymore
ahha yea i have no idea
i feel rather stupid. I should know how to do this but it just doesn't make sense!
oh my goodness ... my aunt used my computer and exited my test ... i failed :'( i wasn't even 2/3 of the way done with it UGH!!!!
See I will give you a tip: You know the ratio of 2 sides. (see 1st post of mine) You also know 2 sides of each polygon. Now add the length of 2 sides of each polygon and take their ration now. Tell me what ratio do you get ??
*ratio
ok so 1/3 and and 20/60?.... 2/6....1/3... no wait i already have tht one .... im confused
No I am asking you for this (20+3)/(9+60) = ??
1/3
Yes. You took the individual side ratio of the 2 polygon , you ended up with 1/3/ Then you took the ratio of sum of 2 sides of polygon, you again ended with 1/3. Now tell me what do you expect the ratio of the perimeters of the 2 polygon to be ??
1/3
yes. :)
yay ... if only i could have finished my test :(
No problem. Just remember, there is always an another chance in life :D
.. very optimistic if you..... thnx for the help lol
Lol..:D Welcome :D
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