SOLUTION: If a set has 32 elements, how many subsets have greater than 2 elements?
Algebra.Com
Question 1027046: If a set has 32 elements, how many subsets have greater than 2 elements?
Answer by richard1234(7193) (Show Source): You can put this solution on YOUR website!
2^32 subsets total.
1 subset contains 0 elements (empty set), 32 subsets contain exactly one element, and 32C2 = 496 subsets contain exactly two elements. The # of subsets with more than 2 elements is 2^32 - 496 - 32 - 1.
RELATED QUESTIONS
A set has 10 elements. How many i5f its 1024 distinct subsets have 3 elements... (answered by stanbon)
How many subsets with more than two elements does a set with 100 elements have?
(answered by MathLover1)
if a given set has nine elements, how many of its subsets have at least five... (answered by richard1234,ikleyn,Edwin McCravy)
if a given set has 13 elements, how many of its subsets have somewhere from 4 through 8... (answered by Edwin McCravy)
How many subsets of 2 elements does the set {!, @, #, $, %} have? (answered by richwmiller)
How many subsets of 2 elements does the set {!, @, #, $, %}... (answered by stanbon)
How many subsets of 2 elements does the set {!, @, #, $, %}... (answered by richwmiller)
the size of subsets of a set:
If a given set has twelve elements, how many of its... (answered by stanbon)
Let A = {1, 2, 3, 4, 5, 6}.
(a) How many subsets of 4 elements does the set A have?... (answered by ikleyn)