Can someone solve this
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hey the answer is ...
given - AE = DF
E AND F ARE MIDPOINTS
TO PROVE THAT - AB = CD
PROOF- AE = DF (given )
CF = DF ( f is midpoint)
AE = EB ( e is midpoint )
so we can conclude that.....
add AE + EB = DF + CF
= AB = CD
HENCE PROVED
axiom - things which are equal to same things are equal to one another
hope it helps uu frnd
given - AE = DF
E AND F ARE MIDPOINTS
TO PROVE THAT - AB = CD
PROOF- AE = DF (given )
CF = DF ( f is midpoint)
AE = EB ( e is midpoint )
so we can conclude that.....
add AE + EB = DF + CF
= AB = CD
HENCE PROVED
axiom - things which are equal to same things are equal to one another
hope it helps uu frnd
vaishakhgatty63:
hi
Answered by
2
Step-by-step explanation:
According to Euclids Axioms,
Things which are half of the same thing are equal to one another.
another axiom: things which are equal to the same thing are equal to one another.
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