Question

In: Statistics and Probability

1. A researcher wants to know if the typing speed of a secretary in words per...

1. A researcher wants to know if the typing speed of a secretary in words per minute is related to the time in hours that it takes to learn the new word processing program. Below is speed versus hours to learn program. What is the regression equation? Typing speed --48- 74 - 52-- 79-- 83-- 56-- 85-- 63-- 88-- 74-- 90-- 92 Time hrs.----- --7---- 4---- 8 -- 3.5 --2 -- 6 ---2.3-- 5 -- 2.1-- 4.5--1.9- 1.5 Select one: a. y = 0.19 x - 18.7 b. y = 0.354 x - 21.3 c. y= -0.137 X + 14.086 d. y = 0.34 X - 19.8

2. A researcher wants to know if the typing speed of a secretary in words per minute is related to the time in hours that it takes to learn the new word processing program. Below is speed versus hours to learn program. Find the 90 % prediction interval for number of hours it would take an average secretary who has a typing speed of 72 words per minute to learn the word processing program.

Typing speed --48- 74 - 52- 79-- 83- 56- 85- 63- 88- 74- 90- 92
Time hrs.----- --7- ---4--- 8 - 3.5----2 - 6 --2.3- 5 - 2.1- 4.5-1.9- 1.5

Select one:

a. 2.5 < y < 5.4

b. 3.34 < y < 5.1

c. 4.5 < y < 6.25

d. 2.5 < y < 4.8

3. A researcher wants to know if the typing speed of a secretary in words per minute is related to the time in hours that it takes to learn the new word processing program. Below is speed versus hours to learn program. What is the correlation coefficient?

Typing speed --48- 74 - 52- 79-- 83- 56- 85- 63- 88- 74- 90- 92
Time hrs.----- --7- ---4--- 8 - 3.5----2 - 6 --2.3- 5 - 2.1- 4.5-1.9- 1.5

4. A researcher wants to know the relationship between the number of cows ( in thousands) in certain counties and the milk production ( in million pounds).
The data is shown below. Estimate the amount of milk if there are 125 million cows in the county. Write answer in millions of pounds (85 if there are 85 million pounds)

Cows (millions) ------70-----3-----194-----12-----46-----65
Milk (Million #)--------115----5-----289-----15-----72-----92

5.

Question text

A researcher wants to know if the typing speed of a secretary in words per minute is related to the time in hours that it takes to learn the new word processing program. Below is speed versus hours to learn program. Predict the number of hours it would take an average secretary who has a typing speed of 72 words per minute to learn the word processing program.

Typing speed --48- 74 - 52- 79-- 83- 56- 85- 63- 88- 74- 90- 92
Time hrs.----- --7- ---4--- 8 - 3.5----2 - 6 --2.3- 5 - 2.1- 4.5-1.9- 1.5

6.

Question text

A researcher wants to know if the typing speed of a secretary in words per minute is related to the time in hours that it takes to learn the new word processing program. Below is speed versus hours to learn program. Find the standard error of estimate for an average secretary who has a typing speed of 72 words per minute to learn the word processing program.

Typing speed --48- 74 - 52- 79-- 83- 56- 85- 63- 88- 74- 90- 92
Time hrs.----- --7- ---4--- 8 - 3.5----2 - 6 --2.3- 5 - 2.1- 4.5-1.9- 1.5

Solutions

Expert Solution


Related Solutions

1. A researcher desires to know whether the typing speed of a secretary (in words per...
1. A researcher desires to know whether the typing speed of a secretary (in words per minute) is related to the time (in hours) that it takes the secretary to learn to use a new word processing program. The data are shown below. Speed 48 74 52 79 83 56 85 63 88 74 90 92 Time 7 4 8 3.5 2 6 2.3 5 2.1 4.5 1.9 1.5 First, make a scatter plot of the data. Next, find the...
A researcher desires to know whether the typing speed of a secretary (in words per minute)...
A researcher desires to know whether the typing speed of a secretary (in words per minute) is related to the time (in hours) that it takes the secretary to learn to use a new word processing program. The data are shown. Speed x Time y 48 7 74 4 52 8 79 3.5 83 2 56 6 85 2.3 63 5 88 2.1 74 4.5 90 1.9 92 1.5 If there is a significant relationship, predict the time it will...
A researcher wants to determine the relationship between the typing speed of administrative assistants at a...
A researcher wants to determine the relationship between the typing speed of administrative assistants at a major university is related to the time that it takes for the admin assistant to learn to use a new software program and may be used to predict learning time. Data are gathered from 12 departments at the university. Dept Typing speed (words per minute) Learning time (hours) A 48 7 B 74 4 C 52 8 D 79 3.5 E 83 2 F...
Step 1 of 5: Suppose that the distribution of typing speed in words per minute (wpm)...
Step 1 of 5: Suppose that the distribution of typing speed in words per minute (wpm) for experienced typists using a new type of split keyboard can be approximated by a normal curve with mean 60 wpm and standard deviation 15 wpm. What is the probability that a randomly selected typist's speed is at most 60 wpm? Round your answer to one decimal place. What is the probability that a randomly selected typist's speed is between 45 and 90 wpm?  Round...
Suppose that the distribution of typing speed in words per minute (wpm) for experienced typists using...
Suppose that the distribution of typing speed in words per minute (wpm) for experienced typists using a new type of split keyboard can be approximated by a normal curve with mean 64 wpm and standard deviation 15 wpm. b. What is the probability that a randomly selected typists typing speeds is between 45 and 90 wpm? Round your answer to four decmial places. Would you be surprised to find a typist in tis pop. to excced 105 wpm? Suppose two...
Suppose that the distribution of typing speed in words per minute (wpm) for experienced typists using...
Suppose that the distribution of typing speed in words per minute (wpm) for experienced typists using a new type of split keyboard can be approximated by a normal curve with mean 68 wpm and standard deviation 17 wpm. What is the probability that a randomly selected typist's speed is at most 68 wpm? What is the probability that a randomly selected typist's speed is less than 68 wpm? What is the probability that a randomly selected typist's speed is between...
Generally, the average typing speed is 56 words per minute (wp). A professor wanted to see...
Generally, the average typing speed is 56 words per minute (wp). A professor wanted to see where his students stand compared to the population. He tested 30 of his students and obtained the following estimates: an average typing speed of 49 with a standard deviation of 16. What can the professor conclude with α = 0.01? a) What is the appropriate test statistic? ---Select--- na z-test One-Sample t-test Independent-Samples t-test Related-Samples t-test b) Population: ---Select--- the students student typing speed...
15. A researcher wants to know the poverty rate for the state of Kansas. The researcher...
15. A researcher wants to know the poverty rate for the state of Kansas. The researcher randomly selects 150 families and finds 25 are at or below the poverty line. a) Determine a 95% confidence interval for the proportion. State this interval below within an interpretive sentence tied to the given context. b) The poverty rate for the US is stated to be 12.3%. Is there evidence at the 95% confidence level that the the poverty rate is higher than...
Question 1 Keyboarding or typing 100 words per minute can be thought of as a? Group...
Question 1 Keyboarding or typing 100 words per minute can be thought of as a? Group of answer choices A)competency B)skill C)aptitude D)none of the above is correct Question 2 Lacey studied at Florida Atlantic University (FAU) for her bachelor's in business administration (BBA). Along the way, she took several keyboarding courses and types over 130 words per minute. In her coursework, she also studied hotel & resort operations as well as, specifically, an external course on the Best Use...
1. A researcher wants to know what kind of exercising is most likely to lead to...
1. A researcher wants to know what kind of exercising is most likely to lead to improve people’s moods. He has participants engage in one month of regular workouts (cardio, weight training, or yoga) and then has them complete a mood measure (1-10, higher scores = better mood). Is there a significant difference in groups? Hand calculate the ANOVA using a significance level of .05 and then check your work using SPSS. Cardio Weights Yoga 8 9 7 7 5...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT