It is known that x + y = 10 and that x = z. Show that z + y = 10.
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Heyaaa..
Let x + y = 10. be first equation ...
Let z + y = 10 be second equation..
Since x = z, substitute x in the second equation..
which gives z + y = 10 ==> x + y = 10..
So., the Euclid axiom can be given as..
THINGS WHICH ARE EQUAL TO THE SAME THING ARE EQUAL TO ONE ANOTHER..
Hope it helps...
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