Suppose now that R(A,B) and S(A,B) are two relations with r and s tuples, respectively (again, not necessarily distinct). If m is the number of (not necessarily distinct) tuples in the result of the SQL query:R intersect S;Then which of the following is the most restrictive, correct condition on the value of m?0 <= m <= min(r,s)min(r,s) <= m <= max(r,s)0 <= m <= r + sm = min(r,s)

Given two relations S1(A, B) having 3 tuples and S2(C, D) having 2 tuples. The minimum number of tuples possible after the following operation:  S1 Right Outer Join S2 a.5b.2c.6d.3

Consider the join of Relation R with a relation S. If R has m tuples and S has n tuples, then the maximum and minimum size of the join respectively are:Am+n and m-nBM+n and 0Cmn and m+nDmn and 0

Consider two database relations T1 and T2 having 5 and 2 tuples respectively. What is the maximum number of tuples that could appear in the natural join of R and S?a.2b.10c.5d.7

Consider two relations R and S where R has 4 tuples and S has 2 tuples. The natural join of R and S will have at most 4 tuples.Question 5Select one:TrueFalse

Suppose relation R(A,B) currently has tuples {(1,2), (1,3), (3,4)} and relation S(B,C) currently has {(2,5), (4,6), (7,8)}. Then the number of tuples in the result of the SQL query:SELECT *FROM R NATURAL OUTER JOIN S;26None of the mentioned4