If x =3/7 and y=1/2,then prove that:[x+y]<[x]+[y].
Answers
Answered by
0
As x=3/7 & y=5/4.
Proof for x+y=x+y
Simply you can substitute the values of x&y and can prove it.
LHS=x+y
=3/7 +5/4
=47/28
RHS=x+y
=3/7+5/4
=47/28
Since RHS & LHS are equal hence proved.
2. You can also prove same for x x y=x x y by substituting values of x & y respectively.
Answered by
3
Step-by-step explanation:
As x=3/7 & y=5/4.
Proof for x+y=x+y
Simply you can substitute the values of x&y and can prove it.
LHS=x+y
=3/7 +5/4
=47/28
RHS=x+y
=3/7+5/4
=47/28
Since RHS & LHS are equal hence proved.
2. You can also prove same for x x y=x x y by substituting values of x & y respectively.
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