What can be used to prove that d is perpendicular to t? ->Transitive Property of Parallel Lines(my thought) Transitive Property of Congruence Perpendicular Transversal Theorem Converse of the Corresponding Angles Postulate
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@ganeshie8 !!!! ahhhhh !!!! thank goodness you're online !
:) il give a hint : when lines are parallel, the first thing that shoudl strike u is 'corresponding angles are congruent'
Would it be B.? its confusing, theyre all so similar
okie, its not A for sure, cuz we dont have 2 parallel lines that are parallel to a 3rd line
Id go wid C
D is also incorrect, becoz we cannot use "Converse of corresponding angles theorem " here but we can use "Corresponding angles theorem"
I did'nt think it would be D. Im strongly doubting B now that im looking into it. Idk I thot A would work ?
I said i am going wid C :)
http://hotmath.com/hotmath_help/topics/perpendicular-transversal-theorem.html
ohhhh i just got there lol. Okie dokie I'll go with C. :) thankss !
:)
oh wait !!!
ha tell
there is no part the states that the two lines ARE parallel. Would it be okay to assume so ?
assuming is an unforgivable crime in geometry
i know it...
look at the given lines once
|dw:1380294161237:dw|
ohhh do the extra arrows say theyre parallel ??
|dw:1380294215413:dw|
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