Question

How many difeent was an Ven diagramwith three circles be shaded?

Answer 1

there are 2^3 = 8 areas cut out by 3 venn diagrams

Answer 2

look at the case with two venn diagrams , there are 4 areas which is 2^2.
if you want to prove it, you can use an inclusion exclusion proof

Answer 3

but the answer is 256

Answer 4

how can i solve?

Answer 5

can you type the question again

Answer 6

im not sure what youre asking, 3 circles cut a space into 8 areas

Answer 7

8 areas, 2 ways to shade (either on or off)

so 2^8 = 256 ways

Answer 8

oh how many ways can be shaded..

Answer 9

how many colors