Correct option is D
Solution:
To be
certain of at least one pair of black socks, consider the
worst case.
First, the person may pick
all non-black socks:
· White socks = 22
· Red socks = 24 Total non-black socks = 46
After picking 46 socks, it is still possible that
no black sock has been picked.
Now:
· 47th sock → first black sock (only one, no pair yet)
· 48th sock → second black sock (pair completed)
So, minimum socks required =
48
Correct answer:
(d) 48


