Question

IF SOMEONE ANSWERS WITHIN 5 MINUTES THEY WILL GET BRAINLIEST ANSWER
Among a group of 86 ​investors, 23 owned shares of Stock​ A, 33 owned shares of Stock​ B, 44 owned shares of Stock​ C, 11 owned shares of both Stock A and Stock​ B, 10 owned shares of Stock A and Stock​ C, 17 owned shares of Stock B and Stock​ C, and 7 owned shares of all three. How many investors did not have shares in any of the​ three? How many owned shares of either Stock A or Stock C but not Stock​ B?
A. 24,33
B. 17,36
C. 17,33
D. 17,40

Answer 1

Answer:

A

Step-by-step explanation:

Hi!

This one's a bit hard to explain! IF you want explanation, just comment.

Using the data given, we can conclude that $\boxed{A}$ is the correct answer.

Hope this helps!