Given two tables $R1(x,y)$ and $R2(y,z)$ with $50$ and $30$ numbers of tuples respectively. Find the maximum number of tuples in the output of natural join between tables $R1$ and $R2$ i.e. $R1 * R2$.
$(*-$ Natural Join$)$
Tables are:
$R1(x,y)$ has $50$ tuples
$R2(y,z)$ has $30$ tuples
Natural join will be performed on the common attribute:
$y$
Maximum number of tuples will occur when every tuple of $R1$ matches with every tuple of $R2$ on attribute $y$.
So, maximum number of tuples:
$50 \times 30=1500$
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