A human expert, not AI, must answer my question. I am sending this question for the second time because the first answer I received was completely incorrect. Please send me an answer that a human, not a machine, does.
Suppose X has a binomial distribution with n=11 and p=0.23. X=0,1,2,...,11. Determine the following probabilities. Rounding is not necessary. If you must round, keep at least 4 decimal places.
1. P(X=6)=
2. P(X≠5)=
3. P(X≤6)=
4. P(X<18)=
5. P(X≥6)=
6. P(X=5.9)=
7. P(X>5.9)=
8. P(5≤X≤7)=
9. P(5