Find the perimeter of the image below: 32.1 units 35. 8 units 37.6 units 39.2 units
okay I already got the distances between each point from distance a to b i got d=sqrt of 85 from point b toc i got d= sqrt of 117 from point cd to i got d=sqrt of 37 from point d to e i got d=sqrt of2 and from point e to a i got d= sqrt 5
but im stuck from there
Wait, I get something different for distance from a to b a = (2 , 0) b = (-4 , 5) distance between those I get \(\large \sqrt{61}\)
Point A to B - sqrt 85 Point B to C - sqrt 117 Point C to D - sqrt 37 Point D to E - sqrt 2 Point E to A - sqrt 5
let me check maybe i did something wrong
So I get A to B = sqrt (61) B to C = sqrt (89) C to D = sqrt (25) = 5 D to E = 2sqrt(5) E to A = sqrt(29) Using the distance formula \[\large d = \sqrt{(x_2 - x_1)^2 + (y_2 - y_1)^2}\]
thats the formula i used lol
Lol then hmm, maybe just a mess up of numbers then. For example A to B a = (2 , 0) b = (-4 , 5) \[\large d = \sqrt{(-4 - 2)^2 + (5 - 0)^2}\] \[\large d = \sqrt{(-6)^2 + (5)^2}\] \[\large d = \sqrt{36 + 25}\] \[\large d = \sqrt{61}\]
omg i see what i did wrong lol
Haha tell me :P
instead of doing the x1 - x2 i put x1 and y1 lol like i put the numbers d = ( 2-0 )2 + (-4 - 5) lolololol
lol gotta love the little mistakes :P haha alright but are you good from there on? Or were you still confused on how to proceed?
confused on how to proceed lol
Lol alright...well we have all the distances now All we need to do is add them together since each distance covers a part of the whole figure so \[\large \sqrt{61} + \sqrt{89} + 5 + 2\sqrt{5} + \sqrt{29}\] Okay go :P No just kidding...those look monotonous to add like that so lets approximate \[\large 7.8 + 9.4 + 5 + 4.5 + 5.4\] What do you get?
omg thank you so much
Lol Anytime :)
its 32.1 yaay lol
Well of course it is I could have told you that from the beginning ;P lol just kidding :D
haha :)
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