In figure 2.20, if ∠a≅∠b and ∠x≅∠y then prove that line L || line n.
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as , <A is congruent to <b
:. line l is || line m .............1
as <x is congruent to <y
:. line m is || line n .........2
:. from 1 & 2
as line L || line m
and line m || line n
:. line L || line n .........proved by transitivity
:. line l is || line m .............1
as <x is congruent to <y
:. line m is || line n .........2
:. from 1 & 2
as line L || line m
and line m || line n
:. line L || line n .........proved by transitivity
Answered by
56
Solution :
If <a is congruent to <b then
l // m -----( 1 )
If <x is congruent to <y then
m // n -----( 2 )
From ( 1 ) and ( 2 ) , we get
If l// m and m // n then
l//n [ Transitive Property ]
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