A Statistics class has a test average of 87 with a standard deviation of 2.1. Find the z-score that corresponds to Kate's test s
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Answer:
Job A pay <u>$25</u> than Job B.
Step-by-step explanation:
Given:
Job A -Sales- offers a base salary of $1,000 per week plus 3% commission on all sales above $3000.
Job B -Sales- offers a base salary of $1,100 per week plus 2.5% commission on all sales above $3000.
The total sales for the week equal $25,000.
Now, to find how much more money Job A pay than Job B.
Total sales = $25,000.
Job A pay:
Base salary = $1,000.
Base salary plus 3% commission on $25000.
$1000 + 3% of $25000.
=
Job A pay = $1750.
Now,
Job B pay:
Base salary = $1,100.
Base salary plus 2.5% commission on $25000.
$1,100 + 2.5% of $25,000.
Job B pay = $1725
So, by deducting the salary of Job B from Job A we get the more amount:
Therefore, Job A pay $25 than Job B.
Answer:
(351.04, 368.96)
Step-by-step explanation:
Given that population mean= 360
Std devitaion = 4
margin of error = 2.5%= 0.025
Since population std deviation is known we can use Z critical value
For two tailed critical value for 2.5% would be
2.24
Margin of error = ±Critical value*std deviation
= ±2.24(4)
= ±8.96
Confidence interval =(Mean - margin of error, mean + margin of error)
=