Calculate the (theoretical) probability ?P?(?E?), using the given information, assuming that all outcomes are equally likely.
?
n(S) = 60 and n(E) = 12
?
A. P(E) = 
B. ?P(E) = 
C. ?P(E) = 
D. ?P(E) = 
E. ?P(E) = 
Answer: B
You might also like to view...
Write the indicated statement. Use De Morgan's Laws if necessary.If the moon is out, then we will start a campfire and we will roast marshmallows.Inverse
A. If the moon is not out, then we will not start a campfire or we will not roast marshmallows. B. If the moon is not out, then we will start a campfire but we will not roast marshmallows. C. If we start a campfire and we roast marshmallows, then the moon is out. D. If we do not start a campfire or we do not roast marshmallows, then the moon is not out.
Factor completely.14y2 + 63y - 35
A. 7(2y - 1)(y + 5) B. (14y - 7)(y + 5) C. Prime D. 7(2y + 1)(y - 5)
Solve the problem.The body-mass index (BMI) is calculated using the equation BMI = 
, where w is in pounds and h is in inches. Find the rate of change of BMI with respect to weight for Sally, who is 64" tall and weighs 
If both Sally and her brother Jesse gain the same small amount of weight, who will see the largest increase in BMI? Jesse is 70" tall and weighs 190 lbs.
A. .172, Sally B. .172, Jesse C. 20.596, Jesse D. 20.596, Sally
Solve the system by the elimination method.2x + 5y = 106x + 15y = 30
A. {(0, 4)} B. ? C. {(x, y)| 2x + 5y = 10} D. {(6, 1)}