- #1
sajee3a
- 1
- 0
1)given that: (1+x)^n=summation nCk X^K
PROVE: SUMMATION nCk p^k q^n-k =1, where p+q=1
2) prove the general law of addition: P(E1 U E2 U...U En)=sum P(Ei)-sum P(EiEj)+sum P(EiEjEk)-...(-1)^n-1 P(E1E2...En)
PROVE: SUMMATION nCk p^k q^n-k =1, where p+q=1
2) prove the general law of addition: P(E1 U E2 U...U En)=sum P(Ei)-sum P(EiEj)+sum P(EiEjEk)-...(-1)^n-1 P(E1E2...En)