PLEASE HELP I'll mark brainliest NO LINKS

A. Green is just as likely as red or blue appear
B. Green is just as likely as blue to appear, but not as likely as red.
C. Green is not likely as red or blue appear
D. Green is not likely as blue to appear, but is as likely as red.

We see that red appeared 11 times and blue appeared 21 times. So we have to add 12 and 21 which is 33. Now we subtract 33 from 45 which is 12, so green appears 12 times, which is slightly more than red but less than blue, the answer is D.

Answer Link

PLEASE HELP I'll mark brainliest NO LINKS A. Green is just as likely as red or blue appear B. Green is just as likely as blue to appear, but not as likely as red. C. Green is not likely as red or blue appear D. Green is not likely as blue to appear, but is as likely as red.

Answer :

Go Teaching: Other Questions

PLEASE HELP I'll mark brainliest NO LINKS

A. Green is just as likely as red or blue appear
B. Green is just as likely as blue to appear, but not as likely as red.
C. Green is not likely as red or blue appear
D. Green is not likely as blue to appear, but is as likely as red.