Angle 1=angle 4 and angle 3 =angle 2. by which euclid's axiom , it can be shown that if angle 2= angle 4 then angle1= angle 3.
Answers
Answered by
100
Let angle 1 = a
angle 2 = b
angle 3 = c
angle 4 = d
Given:a=d, b=d, b=c
T.P.T:a=d
Proof: b=d (given)
a=d
Therefore a=d -------1
Since b= c
and b= d
Therefore c=d ----------2
By 1 and 2
a=c
The axiom used is the things equal to same things are equal to one another
angle 2 = b
angle 3 = c
angle 4 = d
Given:a=d, b=d, b=c
T.P.T:a=d
Proof: b=d (given)
a=d
Therefore a=d -------1
Since b= c
and b= d
Therefore c=d ----------2
By 1 and 2
a=c
The axiom used is the things equal to same things are equal to one another
Answered by
33
Answer:
Step-by-step explanation:
Given:1=4, 2=4, 2=3
T.P.T:1=4
Proof: 2=4 (given)
1=4
Therefore 1=4 -------1
Since 2= 3
and 2= 4
Therefore 3=4 ----------2
By 1 and 2
1=3
The axiom used is the things equal to same things are equal to one another
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