Given two tables R1(x, y) and R2(y, z) with 50 and 30 tuples respectively. Find a maximum number of tuples in the output of natural join between tables R1 and R2 i.e. R1 * R2? (* - Natural Join)

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 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

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

Consider the following relation schema pertaining to a training database:Trainee (traineeno, name, address)Enroll (traineeno, courseno, coursename)where the primary keys are shown underlined. The number of tuples in the Trainee and Enroll tables are 60 and 10 respectively. What are the maximum and minimum number of tuples that can be present in (Student * Enroll), where ‘*’ denotes inner join ?

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