(See Steps) Compute the probability of X successes, using the binomial formula. P(X)=(n!)/((n-X)!X!)centerdot p^Xcenterdot q^n-X=_nC_Xcenterdot p^Xcenterdot


Question: Compute the probability of X successes, using the binomial formula.

\(P(X)=\frac{n!}{(n-X)!X!}\centerdot {{p}^{X}}\centerdot {{q}^{n-X}}={}_{n}{{C}_{X}}\centerdot {{p}^{X}}\centerdot {{q}^{n-X}}\)

  1. n = 6, X = 3, p = 0.03
  2. n = 4, X = 2, p = 0.18
  3. n = 5, X = 3, p = 0.63
  4. n = 9, X = 0, p = 0.42
  5. n = 10, X = 5, p = 0.37

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