`R` is a relation from {11, 12, 13} to {8, 10, 12} defined by `y=x-3` . Then, `R^(-1)` is (a) {(8, 11), (10, 13)} (b) {(11, 8), (13, 10)} (c) {(10, 13), (8, 11), (8, 10)} (d) none of these

Let R be the relation from {11, 12, 13} to {8, 9, 10} , defined by y=x-3 then R^(-1) is

If R be a relation from {11, 12, 13} to {8, 10, 12} defined by y = x - 3 . What is R^-1 ?

If R is a relation from set A={11 , 12 , 13} to set B={8, 10 , 12} defined by y=x-3, then write R^(-1)dot A. {(8,11),(10,13)} B. {(8,11),(10,12)} C. {(10,13),(10,11)} D. none of these

If R is a relation from set A={11 , 12 , 13} to set B={8, 10 , 12} defined by y=x-3, then write R^(-1)dot A. {(8,11),(10,13)} B. {(8,11),(10,12)} C. {(10,13),(10,11)} D. none of these ANSWER: A

{:(9,11,13),(13,15,17),(10,12,14),(14,16,18),(11,13,?):}

Evaluate: = |(10 !, 11 !, 12 !), (11 !, 12 !, 13 !), (12 !, 13 !, 14 !)|

Find the inverse relation R^(-1) in the following case: R is a relation from {11 , 12 , 13}to\ {8, 10 , 12} defined by y=x-3.

11.8, 11.9, 12, 12.3, 13.8, 24.4, 118.8

12(1)/(3)+10(5)/(6)-7(2)/(3)-1(4)/(7)=?( a) 11(13)/(14) (b) 13(11)/(14)(c)13(13)/(14) (d) 14(11)/(13) (e) None of these