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These are similar triangles...
the ratios of the sides will be the same.... to find out what x is then \[\frac{ 84 }{ 7 } = \frac{ 156-x }{ x }\] After you find x value,, Side AC = 156 - x
so it would be \[84x = 1092 7x\] \[91x= 1092\]
is that correct?
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so x = 12? and AC = 156-12?
so @DanJS AC = 144
hi, back
84x = 7(156 - x) 84x = 1092 - 7x 91x = 1092 x = 12
Thank you!!
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just had the distribution part set up a bit wrong,, somehow you have the right answer though. lol
oh i see, you just didnt type the minus sign in it
I suppose there are more than one ways to skin a cat then! Thanks again.
84x=10927x missin the minus
84x = 1092 - 7x
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