Audit services is one that is needed in Auchi polytechnic student union government to know if the student body use the money allocated to them in the right manner or for the right project.
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<h3>What is the student union?</h3>
The student union is known to be a body that is composed of student of any university, polytechnic or college institution.
It is known to be a body that is autonomous and one whose internal life set up its own by-laws.
Note that the student unions are often allocated funds by the university or polytechnic and as such they have to use the audit service because some of their leaders may squander the money given to them., So this will help to checkmate them.
Hence, Audit services is one that is needed in Auchi polytechnic student union government to know if the student body use the money allocated to them in the right manner or for the right project.
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<u>Solution and Explanation:</u>
1. MC = Cost of raw material + Cost of time
MC = 5 plus (10 divide by 2)
MC = $10
2. TFC = $300
Q = 300
, AFC = TFC/Q = 300 divide by 300 = $1
3. His profit maximizing output would be higher
Reason: P = MR = $15
, MC = $10
Since MR > MC, and at the profit maximizing point MR = MC, it is better for Nicholas to increase his output.
4. His profit maximizing output would be higher
Reason: P = MR = $15
, MC = $4 + $5 = $9
Since MR > MC, and at the profit maximizing point MR = MC, it is better for Nicholas to increase his output.
Answer:
1. 10s
2. Slower than normal
Explanation:
1. To calculate the normal time, we first take the average of Charlene's observed times:
Average of Charlene's observed time = 
= 8.5s
Her normal time is therefore: 
= 
= 10s
2. Since no of Charlene's observed time is higher than normal time of 10s, we can therefore conclude that her work perfomance should be rated as slower than normal.
Answer:
The correct Answer is "Estimation"
Explanation:
By utilizing the probability that the certain amount of workers will deal with advantage plan administrator working under the state of estimation. In which he use probability that specific measure of individuals will participate in that specific arrangement and expect interest rate of workers.
