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Hey Mate!
This is my attempt based on some stuff I have been seeing around:
Let y= -x and then -y = -(-x).
Now, lets sum y+x= -(-x)+x = 0.Then we have y+x = 0. If we had the additive inverse of x, i.e −x, to both sides, we obtain:
Is this proof correct just using the field axioms? I think that the key point is finding that y = -x
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______________________
Hope it helps!
☺☺
This is my attempt based on some stuff I have been seeing around:
Let y= -x and then -y = -(-x).
Now, lets sum y+x= -(-x)+x = 0.Then we have y+x = 0. If we had the additive inverse of x, i.e −x, to both sides, we obtain:
Is this proof correct just using the field axioms? I think that the key point is finding that y = -x
______________________
______________________
Hope it helps!
☺☺
Munishpandey:
if 24y5 is a multiple of 9 what is the value of 9
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