"if x=g and a=b then x+a=y+b" write euclids axiom involved in above statement
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It is the second axiom if equals are added to equals the whole are also equal
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Thank you for asking this question here is your answer:
So if we add the equals with the equals then of course the whole would also be equal.
so we will be adding a=b and x=g
a+x = b+g
x+a=y+b
Now we will put the values of x and a (we are already given that)
g+b=y+b
g-y=b-b
g-y=0
If there is any confusion please leave a comment below.
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