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Mathematics 16 Online
OpenStudy (anonymous):

medal!!!! please help geometry Pic below

OpenStudy (anonymous):

OpenStudy (demonchild99):

ok look at the corresponding sides of the triangles..do you see any resemblance?

OpenStudy (anonymous):

im not to good at geo like at all): and i just came back from break

OpenStudy (demonchild99):

lol...im not that good either...i never got to take a break..im just goin on what i can sorta remember..so please dont hate me if you get it wrong..ok?

OpenStudy (anonymous):

okay its cool

OpenStudy (demonchild99):

ok ...now um...look at the sides of the triangle...i would say that the side with 21 and 7 are um..proportional....what can you do with those numbers?

OpenStudy (demonchild99):

i believe you would divide them...and after that you get 3 correct?

OpenStudy (demonchild99):

well what i did was i took three and divided 20 by it....calculate it what would that be

OpenStudy (demonchild99):

@sleepyjess am i doin this right?...help meh gurl

OpenStudy (sleepyjess):

This was 2 years ago, you expect me to remember this?

OpenStudy (demonchild99):

well heck im doin this last year...im just not sure if i am rememberin correctly...lol....call one of your smart friends

OpenStudy (anonymous):

?

OpenStudy (sleepyjess):

ummmm maybe @iGreen ?

OpenStudy (igreen):

Okay..I'm guessing the triangles are similar..therefore we can set up proportion: \(\dfrac{21}{7} = \dfrac{20-x}{x}\) Now we cross multiply, which gives us: \(21x = 140 - 7x\) Now can you solve that for 'x'? @callmechris99

OpenStudy (anonymous):

remember this :- \(\text{All right triangles are congruent }\) |dw:1420463816603:dw|

OpenStudy (anonymous):

thus u would have \dfrac{21}{20-x} = \dfrac{7}{x}

OpenStudy (anonymous):

okok

OpenStudy (igreen):

Can you solve this for 'x'? \(21x = 140 - 7x\) First add 7x to both sides..

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