Answer asap for up vote Show your solutions and draw the curves for the word problems.I.Find the area under the normal curve given the z-scores.A. Using Standard Normal Distribution Table (Mean to z-score)1. 2.172. -1.153. -2.63 to 2.63B. Using the Positive and negative z-score table.1. 2.222. – 0.663. О.14 to 2.55II.Word Problems.1. The scores in final of the engineering students in their EDA class arenormally distributed with a mean of 75 and a standard deviation of 6.Using the empirical rule “68-95-99.7". Find the percentage of theclass that:a. Score is above 87.b. Score is below 69.c. Score is below 81 but above 63.2. The average test scores of students in NSTP class were 70 with astandard deviation of 8. There are 500 students in this class. Use thepositive and negative z-score table to answer the following questions.a. What is the probability of randomly selecting students with ascore of less than 65?b. How many students scored above 85?c. The middle 50% of test scores fall between what two points?

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Show your solutions and draw the curves for the word problems. I. Find the area under the normal curve given the z-scores. A. Using Standard Normal Distribution Table (Mean to z-score) 1. 2.17 2. -1.15 3. -2.63 to 2.63

Show your solutions and draw the curves for the word problems. I. Find the area under the normal curve given the z-scores. A. Using Standard Normal Distribution Table (Mean to z-score) 1. 2.17 2. -1.15 3. -2.63 to 2.63

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section10.5: Comparing Sets Of Data

Problem 26PFA

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Answer asap for up vote

Show your solutions and draw the curves for the word problems.
I.
Find the area under the normal curve given the z-scores.
A. Using Standard Normal Distribution Table (Mean to z-score)
1. 2.17
2. -1.15
3. -2.63 to 2.63
B. Using the Positive and negative z-score table.
1. 2.22
2. – 0.66
3. О.14 to 2.55
II.
Word Problems.
1. The scores in final of the engineering students in their EDA class are
normally distributed with a mean of 75 and a standard deviation of 6.
Using the empirical rule “68-95-99.7". Find the percentage of the
class that:
a. Score is above 87.
b. Score is below 69.
c. Score is below 81 but above 63.
2. The average test scores of students in NSTP class were 70 with a
standard deviation of 8. There are 500 students in this class. Use the
positive and negative z-score table to answer the following questions.
a. What is the probability of randomly selecting students with a
score of less than 65?
b. How many students scored above 85?
c. The middle 50% of test scores fall between what two points?

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