Answer:
The function that is responsible for ensuring that those products and services meet high quality standards are the OPERATIONS
Explanation:
Operations management is the business function which is responsible for managing the process of creation and coordination of goods and services. It involves planning, organizing, coordinating and controlling all the resources needed to produce a company goods and services. And it also ensures that products and services meet high quality standards.
Hi, thank you for posting your question here at Brainly.
Based on the choices, Alana is more likely to be a systems analyst. Since she is interested in programming and software, her potential skills would be used extensively in this job, as compared with the other choices.Their job is to analyze computer processes to further improve its efficiency.
Answer: b. $200
Explanation:
A person's willingness-to-pay refers to the maximum price they would be want to pay for a good or service. For instance, if you refused to pay more than $25 for a jar of honey, your willingness-to-pay for the jar of honey is $25.
In this scenario, MusicLover will buy the headset if they are $195 but not if they are $210. His willingness to pay is therefore between $195 and $210. From the options, the only figure in that range is option B with $200.
Answer:
The correct answer for option (a) is $3,080 and for option (b) is $2,141.
Explanation:
(a). Current pay = $44
After 40 hours, Pay = $44 × 1.5 = $66
So, we can calculate the gross pay by using following formula:
Gross pay = (40 hours × $44 ) + (20 hours × $66)
= $1,760 + $1,320
= $3,080
(b).
Security Tax = Gross pay × 6% = $3,080 × 6% = $184.8
Medicare Tax = Gross pay × 1.5% = $3,080 × 1.5% = $46.2
Federal Income Tax = $708
So, we can calculate the net pay by using following formula:
Net Pay = $3,080 - $184.8 - $46.2 - $708
= $2,141
Answer:
The 95% confidence interval for the true weight is 1.4103 and 1.41587 grams.
Explanation:
If we sorted by ascending order the three weighings given and we asumme these 3 weighings as extreme values and mean, we can calculate the 95% confidence interval. Using the formula for Normal distributions we know that 95% intervals are 1,96 times standard deviation from the the mean, then Mean (1.4131) ± 1.96*Standard deviation (0.001) = 1.4103 and 1.41587
