- #1
SHOSHO19
- 2
- 0
1)X=0,1,2,3,4
FIND E(X)
The attempt at a solution:
E(X)= (4 X)(.4)X (,6)4-X
2) YOU CAN TOSS A FAIR COIN UP TO 7 TIMES.YOU WILL WIN 1000$ IF THERE TAILS APPEAR BEFORE A HEAD IS ENCOUNTERED. WHAT ARE YOU CHANCES OF WINING ?
The attempt at a solution:
2*2*2*2*2*2*2=128
3)In a study to correlate senior year high school students scores in mathematics and enrollment in engineering colleges a 1000 students were surveyed:
400 have studied mathematics
Engineering enrollment shows that of the 1000 seniors:
150 have studied mathematics
29 have not
Determine the probability of:
a-A student who studied mathematics is enrolled in engineering
b-A student who neither studies mathematics nor enrolled in engineering
c-A student is not studying engineering
I do not understand it =(
4) Graduating high school seniors with an ACT score of at least 26 can apply to two universities A, and B, for admission. The probability of being accepted in A is 0.4 and in B is 0.25. The chance of being accepted in both universities is only 15%
a-Determine the probability that the student is accepted in B given that A has granted admission as well
b-is the probability that admission will be granted in A given that the student was accepted in B?
I do not understand it =(
I have 9 homeworks
I worked 5 and left 4 and I ask you to help me =(
FIND E(X)
The attempt at a solution:
E(X)= (4 X)(.4)X (,6)4-X
2) YOU CAN TOSS A FAIR COIN UP TO 7 TIMES.YOU WILL WIN 1000$ IF THERE TAILS APPEAR BEFORE A HEAD IS ENCOUNTERED. WHAT ARE YOU CHANCES OF WINING ?
The attempt at a solution:
2*2*2*2*2*2*2=128
3)In a study to correlate senior year high school students scores in mathematics and enrollment in engineering colleges a 1000 students were surveyed:
400 have studied mathematics
Engineering enrollment shows that of the 1000 seniors:
150 have studied mathematics
29 have not
Determine the probability of:
a-A student who studied mathematics is enrolled in engineering
b-A student who neither studies mathematics nor enrolled in engineering
c-A student is not studying engineering
I do not understand it =(
4) Graduating high school seniors with an ACT score of at least 26 can apply to two universities A, and B, for admission. The probability of being accepted in A is 0.4 and in B is 0.25. The chance of being accepted in both universities is only 15%
a-Determine the probability that the student is accepted in B given that A has granted admission as well
b-is the probability that admission will be granted in A given that the student was accepted in B?
I do not understand it =(
I have 9 homeworks
I worked 5 and left 4 and I ask you to help me =(