Prove that two lines parallel to same line are parallel to each other in euclid geometry
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HEY MATE HERE IS YOUR ANSWER--
S = a+b+c/2 ; area of ∆= √s(s-a)(s-b)(s-c)
I am telling you the way how to do it.
Draw three lines perpendicular to the same line..now in ur question it is given that 2 lines are parallel to each other..all we have to do is to make one of those lines parallel to the third line. As we have made them perpendicular to the same line. we can easily prove them parallel to each other...
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MATE'S
S = a+b+c/2 ; area of ∆= √s(s-a)(s-b)(s-c)
I am telling you the way how to do it.
Draw three lines perpendicular to the same line..now in ur question it is given that 2 lines are parallel to each other..all we have to do is to make one of those lines parallel to the third line. As we have made them perpendicular to the same line. we can easily prove them parallel to each other...
KEEP CALM
AND
SUPPORT
MATE'S
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