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igraha17
08.01.2020 •
Mathematics
Suppose that n(u) = 200, n(a) = 135, n(b) = 105, and n( a ∩ b ) = 50.
find n( a c ∪ b ).a) 85b) 65c) 105d) 115e) 55
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Ответ:
d) 115
Step-by-step explanation:
Given : n(U) = 200, n(A) = 135, n(B) = 105, and n( A ∩ B ) = 50.
To find :![n(A^c\cup B)](/tpl/images/0446/4423/21f28.png)
Complement of A =![A^C=U-A](/tpl/images/0446/4423/fd00f.png)
With the help pf the Venn diagram below, we have
Since , Only A = A-A ∩ B
i.e. Only A = n(A) - n( A ∩ B ) =135-50=85
Then,![n(A^c\cup B)= n(U)-(\text{ only A})](/tpl/images/0446/4423/6ad84.png)
Hence, the correct answer is d) 115 .
Ответ:
C. Mutual Funds
Step-by-step explanation:
If you look it up, Mutual Funds seem to have more secrets and fees than other funds.
Have a nice day <3