The sum of
and
is
.
To find the sum visually, you can represent the fractions on a common denominator.
In this case, the common denominator is 12.
Visually, you can see that
is equivalent to
.
Therefore, the sum becomes
+
, resulting in
.
So, by visually aligning the fractions on a common denominator, we find that the sum of
and
is
. This method ensures clarity in understanding and simplifies the calculation process.