Pranjal is shopping in a departmental store. He has a list of items which he prepared at home
itself. He picked a few packets of tea as part of his list. He could see coffee packets and milk
powder packets in the neighbouring shelves. He picked a few milk powder packets, however these
are not part of his list. He was searching for Good-day biscuits. He could identify only one packet in
the shelf remaining. However, there were lot of Sun-fist biscuits lying in the next shelf. So he
picked ten Sun-fist packets while he needed only two Good-day biscuits. Now map the scenarios
with the items below:
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P1-S1, P2-S3, P3-S4
6406532333217.
P1-S2, P2-S1, P3-S3
6406532333218.
P1-S2, P2-S1, P3-S4
A published solution is not available for this question yet.
You visit the car service centre to get your car washed. In the service centre, washing done using
automated systems, e.g. the car is put on a moving belt, water is sprayed, drying is also done.
Which is the following term representing this scenario?
6406532333274.
Digitization
6406532333275.
Automation
6406532333276.
Digital transformation
A published solution is not available for this question yet.
There are four demand points at A(1,2), B(2,3), C(3,5), D(4,1). The respective demand at these
points are 7, 1, 3, 5. Select the optimal location based on cross-median approach.
6406532333227.
(2,2)
6406532333228.
(3,2)
6406532333229.
(2.5,2)
6406532333230.
(2,3)
A published solution is not available for this question yet.
A factory works for two 8 hour shifts each day and produces a total of 24,000 electric bulbs using a
set of workstations. There are 8 activities required to manufacture the bulb, such that the sum of
all activity times is equal to 12 seconds. How many workstations are required to maintain the
specified level of production (assuming that activities can be combined into those workstations in
any order) (enter your answer in Integer value)?
A published solution is not available for this question yet.
Ramu puts up a stall for Diwali Light (Diya) every year. He builds a Diya at a cost of Rs. 3 and earns
Rs. 5 by selling each Diya. Any Diya not sold by Diwali will be discounted to Rs. 1. From his
experience, Ramu knows that the demand is Uniformly Distributed within [800, 1000] units. Then
answer the given
What is the Critical Ratio?
A published solution is not available for this question yet.
Ramu puts up a stall for Diwali Light (Diya) every year. He builds a Diya at a cost of Rs. 3 and earns
Rs. 5 by selling each Diya. Any Diya not sold by Diwali will be discounted to Rs. 1. From his
experience, Ramu knows that the demand is Uniformly Distributed within [800, 1000] units. Then
answer the given
What is the optimal order quantity that minimizes Ramu’s total cost?
A published solution is not available for this question yet.
Ramu puts up a stall for Diwali Light (Diya) every year. He builds a Diya at a cost of Rs. 3 and earns
Rs. 5 by selling each Diya. Any Diya not sold by Diwali will be discounted to Rs. 1. From his
experience, Ramu knows that the demand is Uniformly Distributed within [800, 1000] units. Then
answer the given
Percentage change in the order quantity if the demand support changes to [ 500,700]
Percentage change = (Qnew - Qold )/Qold
Enter your answer in percentage without ‘%’ symbol and rounded off to zero decimal. E.g. if your
answer is 0.1234 then enter your answer as 12
A published solution is not available for this question yet.
Rana Bakery , a company is using a layout which consists of 9 workstations. 200 sandwiches are
produced in a day on this layout. A typical day consists of a single shift which runs for 10 hours.
The sandwich-making process consists of 9 activities (the information is provided in the table
below).
What is the current efficiency of the line where each activity is performed on a separate
workstation (Enter only the numerical value up to two decimal places without the “%” symbol.
Example: if the answer is 99.756%” enter only “99.76”)?
A published solution is not available for this question yet.
Suppose, you are responsible for material purchase in an organization. You have demand forecast
of a product for next four weeks which are 3, 4, 2 and 4 units respectively. You need to purchase
one type of raw material to produce the final product to meet the above demand. Consider, one
unit of the final product requires one unit of this raw material. Whenever an order is placed, your
organization needs to incur a cost of $4 irrespective of the quantity ordered. Purchasing cost of
the raw material is $2 per unit. Holding cost of an item not gone for production at the end of a
week is $0.5 per week. You can order a maximum of 5 units in a week and t he warehouse has
capacity to store upto 4 units of inventory in a week. Note that you need to meet the demand in
every week.
Solve the above problem using dynamic programming (backward recursion) and answer the given
What does the state variable represent?
6406532333277.
How many units of the raw material needs to be purchased in a week
6406532333278.
Ending inventory with the warehouse in each week
6406532333279.
Beginning inventory with the warehouse in each week
A published solution is not available for this question yet.
Suppose, you are responsible for material purchase in an organization. You have demand forecast
of a product for next four weeks which are 3, 4, 2 and 4 units respectively. You need to purchase
one type of raw material to produce the final product to meet the above demand. Consider, one
unit of the final product requires one unit of this raw material. Whenever an order is placed, your
organization needs to incur a cost of $4 irrespective of the quantity ordered. Purchasing cost of
the raw material is $2 per unit. Holding cost of an item not gone for production at the end of a
week is $0.5 per week. You can order a maximum of 5 units in a week and t he warehouse has
capacity to store upto 4 units of inventory in a week. Note that you need to meet the demand in
every week.
Solve the above problem using dynamic programming (backward recursion) and answer the given
What does the action set represents?
6406532333280.
How many units of the raw material needs to be purchased in a week
6406532333281.
Ending inventory with the warehouse in each week
6406532333282.
Beginning inventory with the warehouse in each week
A published solution is not available for this question yet.
Suppose, you are responsible for material purchase in an organization. You have demand forecast
of a product for next four weeks which are 3, 4, 2 and 4 units respectively. You need to purchase
one type of raw material to produce the final product to meet the above demand. Consider, one
unit of the final product requires one unit of this raw material. Whenever an order is placed, your
organization needs to incur a cost of $4 irrespective of the quantity ordered. Purchasing cost of
the raw material is $2 per unit. Holding cost of an item not gone for production at the end of a
week is $0.5 per week. You can order a maximum of 5 units in a week and t he warehouse has
capacity to store upto 4 units of inventory in a week. Note that you need to meet the demand in
every week.
Solve the above problem using dynamic programming (backward recursion) and answer the given
What is the objective function value in Stage-3 when the state variable is 2 and your action is 0?
A published solution is not available for this question yet.
Suppose you need to accept reservation for a flight. There are total 100 seats in the aircraft. You
have two classes of passengers - economy and business. One economy seat gets you 2,500 Rs of
revenue while a business seat gets 7,500 Rs. From your experience, you know the demand for
business travellers follows a uniform distribution in [10,40]. Then answer the given subquestions:
What is the Booking limit?
A published solution is not available for this question yet.
Suppose you need to accept reservation for a flight. There are total 100 seats in the aircraft. You
have two classes of passengers - economy and business. One economy seat gets you 2,500 Rs of
revenue while a business seat gets 7,500 Rs. From your experience, you know the demand for
business travellers follows a uniform distribution in [10,40]. Then answer the given subquestions:
What is the protection level?
A published solution is not available for this question yet.