Let U denote universal set and A be any set. If n( U ) = 25 and n( A ) = 17, find n ( A’ ) About the author Nevaeh
Answer: n(A’)=8 Step-by-step explanation: n( U ) = 25 and n( A ) = 17 We know that A’=U-A Thus n(A’)=n(U)-n(A) =25-17 =8 Example : Let U={1,2,3,————–25} and A { 1,2,3—————17} Then A’=U-A={18,19,20,21,22,23,24,25} We see that A’ is having 8 elements so n(A’)=8 Reply
Answer:
n(A’)=8
Step-by-step explanation:
n( U ) = 25 and n( A ) = 17
We know that
A’=U-A
Thus n(A’)=n(U)-n(A)
=25-17
=8
Example :
Let U={1,2,3,————–25}
and A { 1,2,3—————17}
Then A’=U-A={18,19,20,21,22,23,24,25}
We see that A’ is having 8 elements
so n(A’)=8
Answer:
n(U) = 25
n(A) = 17
n(A’) = 25-17 = 8