vu mcm411 Mid Term Subjective Solved Past Paper No.2

vu mcm411 Introduction to Broadcasting Solved Past Papers

This subjective solved past paper is related to book/course code vu mcm411 Introduction to Broadcasting which belongs to vu organization. We have 2 past papers available related to the book/course Introduction to Broadcasting. This past paper has a total of 9 subjective questions belongs to topic Mid Term to get prepared. NVAEducation wants its users to help them learn in an easy way. For that purpose, you are free to get prepared for exams by learning subjective questions online on NVAEducatio.

NVAEducation also facilitates users to download these solved past papers with an affordable prices. However, users are not enforced to pay for money, rather they can use credits to buy such stuff on NVAEducation. Users can earn credits for doing some little tasks and then you will be able to use that credits to buy solved past papers on NVAEducation.

Question 1: Find the volume of parallelogram of the vertices (1, 2, 4) (2, 4, -7) and (-1, -3, 20).

Answer:

Be the first to post an answer to earn 100 credits.

Question 2: Find vector and parametric equations of the plane that passes through the origin of R3 and is parallel to the vectors v1 = (1, 2, 5) and v2 = (5, 0, 4).

Answer:

Be the first to post an answer to earn 100 credits.

Question 3: A company produces 36000 units per year and the demand of the product is 2400 items per year. The unit cost is Rs 10 per item, the holding cost is one rupee per month per item and the set up cost is Rs 100, determine the following if no shortages are allowed

(a) Optimum manufacture quantity
(b) The maximum inventory
(c) The time between setups
(d) The number of setups
(e) The manufacturing time
(f) The total optimum annual cost

Answer:

Be the first to post an answer to earn 100 credits.

Question 4: Application of inventory

Answer:

Be the first to post an answer to earn 100 credits.

Question 5:

A small plant makes two types of automobile parts Part A and Part B. It buys castings that are machined, bored and polished. You are given the following data.

Castings for Part A cost Rs. 20/- each and for Part B they cost Rs. 30/- each. They sell for Rs. 50/- and Rs.60/- respectively. The three machines have running costs of Rs. 200/-, Rs.140/- and Rs. 175/- per hour. Assuming that any combination of Part A and B can be sold. Formulate a linear programming model.

Answer:

Be the first to post an answer to earn 100 credits.

Question 6: Classify the following material items into ABC categories.

Item No.	Annual Usage in Rs.
1	36000
2	14000
3	75000
4	37000
5	11000
6	16000
7	32000

Answer:

Be the first to post an answer to earn 100 credits.

Question 7: Consider the following Network, figures in the boxes are the durations. Determine

(a) The earliest expected completion time for each period,
(b) The latest allowable event completion time for each event
(c) The slack time (all floats) for each event
(d) The Critical Path through the Network

Answer:

Be the first to post an answer to earn 100 credits.

Question 8: If we increase the inventory, then what would be the proportionate effect on the followings. Give proper reason in each case.

(i) Shortage Cost.
(ii) Ordering or Setup Cost per unit time.
(iii) Holding Cost.

Answer:

Shortage Cost

When we increse the inventory the shortage cost will decrease.

If we have much inventory then we dont need to giv cost for overtim requirements due to shortage nd also will not bear clerical nd adminitrator expenses.

Ordering or Setup Cost per unit time

When we incraese the inventory the ordering cost C2 will also b increased. If the items r inventory incrased then tsting nd training costs will also increased.