If eqals are added to equals the wholes are equal prove this axiom with examples
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if equals are added to equals the wholes are equal
example :
1) if a = b and c = d
a = b
adding c on both sides
a +c = b+ d
a +c = a+ c (as a = b , c =d)
hence proved
2) 1 = 1
adding 2 on both side
1 +2=1+2
3 = 3
hence proved
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hope it helped u,please mark it as brainliest
example :
1) if a = b and c = d
a = b
adding c on both sides
a +c = b+ d
a +c = a+ c (as a = b , c =d)
hence proved
2) 1 = 1
adding 2 on both side
1 +2=1+2
3 = 3
hence proved
========================================================
hope it helped u,please mark it as brainliest
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