22 May 2011 : VU Fall Midterm Current Papers (May 2011)

Fin623 VU Midterm Current Paper (May 2011)

Subjective Questions are:
Determine total income of Mr. khalid, a resident individual for tax year
2009. Relevant data is given below:
He get salary Rs.400,000.
He get profit on shares from UK Rs. 100,000.
He get remittance from India Rs.360,000. and
he get profit on debt Rs. 650,000. What is his gross total income. (marks : 5)

What is mean by the short-term resident. Identify the tax treatment? (marks : 5)

how differently tax treatment on resident and non resident person? (marks : 3)
Define employment & also mention section? (marks : 3)

Mgt503 VU Midterm Current Paper (May 2011)

32 questions.....
28 mcqs 20 from old papers

2 questions of 3 marks.........

1.what are the possible ways to identify a problem?
aik Yad nahi Shayad Enviorment main se tha

2 questions of 5 marks.......

1.what is the difference between E- Commerce And E- Business
2.Which is better Individual or Group Decision Making?

Mgt613 VU Midterm Current Paper (May 2011)

32 total qestuionz... 4 short and 28 mcqz

mcqz mostly realted wid past paprz

n short queation are here:

1. How do automations help in a production setting? (3 marks)  

2. Write down the characteristics of well designed service system (3 marks)

3. Suppose you want to estimate the time required to perform a certain task by the two employees. One employee’s study yields a mean of 6.4 minutes and standard deviation 2.1 minutes with 95% confidence Interval. Other employee’s study yields a mean of 2.1minutes and standard deviation of 6.4 minutes with confidence Interval of 95%. More how many observations you will need of desired maximum errors is 10%of sample mean? (z =1.96). Do both employees have same number of observations? (5 marks)

4. A good product and service designed plays a strategic role in helping and organization achieved its goals. Discuss how? (5 marks)

Mth301 VU Midterm Current Paper (May 2011)

double integration 5 marks
find the equation of the tangent 5 marks
find the gradient of the equation 3 marks
absolute extrema 2 marks
evaluate the integral 3 marks
graph and indentify in tht graps the double integral