Answer:
0.4934
Explanation:
To obtain the area of the shaded region under then curve :
P(-2.48 < Z < 0) = P(Z < 0) - P(Z < - 2.48)
To obtain P( Z < x) = (x - μ) / s
Therefore :
P(Z < 0) - P(Z < - 2.48)
Using a Z probability calculator :
P(Z < 0) = 0.5
P(Z < - 2.48) = 0.0065691
Hence,
P(Z < 0) - P(Z < - 2.48) = 0.5 - 0.0065691
Therefore the shaded area under the normal probability curve is = 0.5 - 0.0065691 = 0.4934309
P(Z < 0) - P(Z < - 2.48) = 0.4934
how do you take pics in this
Explanation:
go to ask there a thing called scan and solve and take picture
if you mean by putting youre problem here tap the plus button and attach image
Question 12 of 20 Which of the following would classify as a general education requirement? O A. Renaissance art O B. Music theory O C. Physical education O D. Math UWW
Answer: Maths
Explanation:
It should be noted that half of the credyrbthst are required for a bachelor's degree are made up of the general education requirements.
The first two years in college are usually used by the students in taking general education courses. Some of the courses are mathematics, language, diversity, humanities and arts etc.
The table shows survey results for 500 people, in which they were asked if they had a pierced ear. If one person is selected
randomly, what is the probability the person is female, given that they have a piercing?
A)
ON
B)
7
8
8
9
D
9
10
Answer:
d 10
Explanation:
cz thats alot of people
Describe why the artist create sculptures that vary in color and intensity
How do you identify the information about the learner’s performance?
Answer:
There are many ways you can identify the information. for an example Creating assignments.
Creating exams.
Using classroom assessment techniques.
and much more
When DE-Oxygenated blood goes back into the heart, where does it
get pumped into next?
Answer:
When working properly, deoxygenated blood coming back from organs, other than the lungs, enters the heart through two major veins known as the vena cavae, and the heart returns its venous blood back to itself through the coronary sinus.