Question

The number of elements
in the powerset of the first
is 48 more than the total
number of elements in the
Powerset of the second.
Then find the values of m and n
​

Answer 1

Answer:

m=6 and n= 4

Explanation:

let 1st set as A and 2nd set as B

Here given than n[p(A)]+48=n[p(B)]

so n[p(A)]- n[p(B)]= 48

2^m-2^n= 48

We can write 2^m-2^n= 2^6-2^4

so m=6 and n=4