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MH

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In reporting a statistical analysis, a researcher writes "p > .05". By definition this implies that ______.

A) the null hypothesis was proven to be true
B) p < .01
C) the statistic was in the region of non-rejection
D) the differences between the means of the groups was insignificant

On Jul 12, 2024


C
MH

Answered

Joe and Amy Kivers both worked last year. Joe earned $48,000 as a mechanic. Amy earned $18,000 doing typing at home. They inherited $12,000. Compute their combined gross income.​

On Jul 09, 2024


$78,000
MH

Answered

Kent sold his car to Carolynn for $2,000 down and monthly payments of $295.88 for 3½ years, including interest at 7.5% compounded annually. What was the selling price of the car?

On Jun 12, 2024


$12,945.85
MH

Answered

Simplify: (2x4y2z3)24xyz2\frac{\left(2 x^{4} y^{2} z^{3}\right)^{2}}{4 x y z^{2}}4xyz2(2x4y2z3)2 x7y3z4

On Jun 09, 2024


3.0509P
2.8685y
MH

Answered

Find and simplify f(a+8) f ( a + 8 ) f(a+8) for the function f(x) =12x−7f ( x ) = 12 x - 7f(x) =12x7 .

A) f(a+8) =12a+48f ( a + 8 ) = 12 a + 48f(a+8) =12a+48
B) f(a+8) =89f ( a + 8 ) = 89f(a+8) =89
C) f(a+8) =12a+103f ( a + 8 ) = 12 a + 103f(a+8) =12a+103
D) f(a+8) =12a+89f ( a + 8 ) = 12 a + 89f(a+8) =12a+89
E) f(a+8) =12a+13f ( a + 8 ) = 12 a + 13f(a+8) =12a+13

On May 13, 2024


D
MH

Answered

Some people who bought X-Game gaming systems complained about having received defective systems.The industry standard for such gaming systems has been 98% non-defective systems.In a sample of 120 units sold, 6 units were defective.
a.
Compute the proportion of defective items in the sample.
b.
b.
Compute the standard error of Some people who bought X-Game gaming systems complained about having received defective systems.The industry standard for such gaming systems has been 98% non-defective systems.In a sample of 120 units sold, 6 units were defective. a. Compute the proportion of defective items in the sample. b. b. Compute the standard error of   .  c. At a 5% level of significance using the critical value approach, test to see if the percentage of defective systems produced by X-Game has exceeded the industry standard. d. Show that the p-value approach results in the same conclusion as that of part .
c.
At a 5% level of significance using the critical value approach, test to see if the percentage of defective systems produced by X-Game has exceeded the industry standard.
d.
Show that the p-value approach results in the same conclusion as that of part

On May 10, 2024



a.
.05
b.
.0128
c.
Test statistic z = 2.35 > 1.645; reject H0; the number of defects has exceeded the industry standard.
d.
p-value (.0094) < .05; reject H0.