Answer:
(a) 0.635
(b) 0.498
Step-by-step explanation:
(a) The probability distribution is calculated using the cumulative distribution function of the Poisson as follows;
CDF =
For x = three we have;
CDF = 0.781
For x = one we have;
CDF = 0.1465
Therefore, the probability that between one and three inclusive = 0.781 - 0.1465 = 0.635
(b) For x = 2 we have;
CDF = 0.4395
For x = one we have;
CDF = 0.9378
Therefore, the probability that between one and three inclusive = 0.9378- 0.4395= 0.498
Answer:
x-int: (-5, 0), (7, 0)
vertex: (1, -36)
Step-by-step explanation:
Easiest and fastest way is to simply graph the equation and find what it's asking.
****NO ANSWER PROVIDED, DUE TO INSUFFICIENT QUESTIONING****
No equation to solve! I will be more than happy to help with this type of problem when you update the question, Thank You!
Dated - Tue 1/21 4:38p EST
Answer:
f(-3)=-5
The problem:
(-3,-5) on the graph of f implies which of the choices:
A) f(-3)=-5
B) f(-3,-5)=-8
C) f(-5)=-3
D) f(-5,-3)=-2
Step-by-step explanation:
If the name of the function is f and (-3,-5) is on the graph of f, then you can conclude the value y=-5 corresponds to x=-3.
In other words, the value f(x) is -5 when x=-3.
f(x)=-5 when x=-3 just means f(-3)=-5.
In short, (a,b) on f means that f(a)=b.