Question

3 is an element of B complement.
3 is an element of A∪B.
3 is an element of A∩B.

Answer 1

If 3\(\notin\)A and 3B, then which of the following statements is not true?

Answer 2

@Staratscience

Answer 3

Im here hold on

Answer 4

Oh haha

Answer 5

This is how to answer the question:

If 3∉B it follows that 3∈B'; the complement is everything *not* in B. Our first statement is true.

Since 3∈A it follows that 3∈A∪B, since A⊆A∪B and therefore everything in A is also in A∪B. Statement 2 is also true.

Now, since A and B do not have 3 in common, it follows that 3∉A∩B. Hence statement 3 is not true.

Answer 6

So the answer would be C?

Answer 7

Yes

Answer 8

Aye wait i made mistake..this how it suppose to look.

Answer 9

No sorry you confused me its the 2 one

Answer 10

Oh yea. Thanks.

Answer 11

No problem

Answer 12

No actually the right answer was C.

Answer 13

oh lol sorry that was confusing

Answer 14

Yeah ig.

Answer 15

But still thank you.

Answer 16

No problem give me a shout if you need anymore help

Answer 17

No that's all for today ;-;

Answer 18

Okay xD