SOLUTION: given that AUB=147 A=81, and B=66 find ANB.

Algebra.Com
Question 188722: given that AUB=147 A=81, and B=66 find ANB.
Answer by user_dude2008(1862)   (Show Source): You can put this solution on YOUR website!
n(AUB)=n(A)+n(B)-n(A N B)


147=81+66-n(A N B)

147=147-n(A N B)

0=-n(A N B)


Ans: n(A N B) = 0

RELATED QUESTIONS

Given that A and B are sets such that n(A) = 8, n(B) = 12 and n(AnB) = 3, find... (answered by math_helper)
let a and b be two finite sets such that n(A)=15,n(B)=10 and n(AUB)=13 find... (answered by stanbon)
n(AUB) = 150 n(ANB) = 50 n(A-B) = 20 find... (answered by lynnlo)
Given that set A has 15 elements& set B has 15 ,what is the maximum & minimum possible... (answered by srinivas.g)
If n(B)=25, n(AnB)=8 and n(AUB)=34, what is... (answered by robertb)
if n(a)=24, n(b)=17 and n(universal)=40. find the greatest and least values of 1- n(AnB) (answered by ikleyn)
Given that P(A)= 0.4,P(B)=0.5 and P(aUb) is 0.6, the value of p(anb) is? please explain (answered by stanbon)
I need help solving this linear and absolute value equation. I am to solve and the put in (answered by Mathtut,stanbon)
Hi! I need help solving this Linear and Absolute Value Inequality. I'm supposed to solve... (answered by Mathtut)