Which of the two rational numbers is greater in the given pair?
(i)
or
(ii)
or
(iii)
or![]()
(iv)
or
(v)
or
(vi)
or![]()
(i)
and
have different denominators.
Therefore, we take LCM of 3 and 7 that is 21.
Now,
![]()
And,
![]()
Since, -24 > -28
Therefore, ![]()
Hence, ![]()
(ii)
![]()
and
have different denominators.
Therefore, we take LCM of 9 and 8 that is 72.
Now,
![]()
And,
![]()
Since, -45 > -56
Therefore, ![]()
Hence, ![]()
(iii)
![]()
and
have different denominators.
Therefore, we take LCM of 3 and 5 that is 15.
Now,
![]()
And,
![]()
Since, -5 > -12
Therefore, ![]()
Hence, ![]()
(iv)
![]()
And,
![]()
and
have different denominators.
Therefore, we take LCM of 13 and 12 that is 156.
Now,
![]()
And,
![]()
Since, -91 > -108
Therefore, ![]()
Hence, ![]()
(v)
![]()
and
have different denominators.
Therefore, we take LCM of 10 and 5 that is 10.
Now,
![]()
And,
![]()
Since, -7 > -8
Therefore, ![]()
Hence, ![]()
(vi)
We can write ![]()
and
have different denominators.
Therefore, we take LCM of 1 and 5 that is 5.
Now,
![]()
And,
![]()
Since, -12 > -15
Therefore, ![]()
Hence, ![]()
Couldn't generate an explanation.
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(ii)
(iii)
(iv)
or 0 (ii)
or 0 (iii)
or
or
(v)
or
(vi)
or
(ii)
(iii)
(v)
(vi)
(ii)
(iv)