sunil and shyam have the same weight if they each gain weight by 5kg how will their new weights be compared by axioms?writ the euclids thats axiom that best support the answer
Answers
Answered by
97
Let Sunil's weight be 'x kg' and Shyam's weight be 'y kg', where x=y.
Now on adding 5kg on both sides gives,
5x and 5y, where 5x=5y because Euclid's Second Axiom states that,
IF EQUALS ARE ADDED TO EQUALS, THE WHOLES ARE EQUAL.
THANK me if you think I'm correct.
Now on adding 5kg on both sides gives,
5x and 5y, where 5x=5y because Euclid's Second Axiom states that,
IF EQUALS ARE ADDED TO EQUALS, THE WHOLES ARE EQUAL.
THANK me if you think I'm correct.
sprx77:
thank you so much
Welcome :)
can you say me any two more axioms
For the same question?
yes]
how is that possible? :/
can you say if possible
Lets say'
If you subtract 5 from both sides, 5x - 5 and 5y - 5 , then you will get x and y where x = y because Euclid's axiom states that,
IF EQUALS ARE SUBTRACTED FROM EQUALS, THE REMAINDERS ARE EQUAL.
If you subtract 5 from both sides, 5x - 5 and 5y - 5 , then you will get x and y where x = y because Euclid's axiom states that,
IF EQUALS ARE SUBTRACTED FROM EQUALS, THE REMAINDERS ARE EQUAL.
ok
sORRY THERE IS A MISTAKE IN MY FIRST ANSWER....
IF YOU ADD 5kg on both sides it is 5+x and 5+y, not 5x and 5y. SORRY...
IF YOU ADD 5kg on both sides it is 5+x and 5+y, not 5x and 5y. SORRY...
Answered by
23
It is given that both have same weight.
Let their weight be x and y also x=y
Now if 5 is added to both,then,it will be,5+x and 5+y and also 5+x=5+y
Since thier initial weight was same and a same weight was added to both then their present weight will also be equal.
IF EQUALS ARE ADDED TO EQUALS,WHOLE ARE EQUAL
Let their weight be x and y also x=y
Now if 5 is added to both,then,it will be,5+x and 5+y and also 5+x=5+y
Since thier initial weight was same and a same weight was added to both then their present weight will also be equal.
IF EQUALS ARE ADDED TO EQUALS,WHOLE ARE EQUAL
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