Gven the above scenario develop an algorithm final design


An online chocolate company wants to develop an automated system to enable them to become more eco friendly as well as save time and money. They have invested in a range of packing of specific sizes and want to develop a software system to make maximum use of these for their products. Their aim is to give the packing staff a dear set of instructions for each order, to make the packing process more efficient and timely. The constraints of the system are as follows:

1. Single items should be packed in bubble packs where possible.

2. A gift card is optional and free on all orders and should go inside the packaging and will fit in all delivery boxes and bubble packs taking up minimal space.

3. Orders over £70 receive a free "champagne truffles' which should be included in the delivery.

4. Each order should be packed into the least number of bubble packs and/or boxes as possible to keep costs low and reduce packaging waste.

5. For the holiday season the company is running a special discount on the purchase of any three selection boxes for £65.

The chocolate company has selected the following range of products to trial the new software with:

CODE

Item

Cost

Width or Diameter

Depth

Height

P106

Milk chocolate coins

£3 50

3cm

-

8cm

P115

Deluxe mixed chocolate coins

£6 50

San

-

12cm

P120

White chocolate truffles

£7

6an

8cm

3cm

A320

Mixed chocolate creams

E9 50

Scm

10cm

3cm

A325

Deluxe chocolate creams

£16 50

Scm

12cm

4cm

BX04

Dark selection box

£25

18cm

25cm

4cm

Bx08

white selection box

£25

20cm

18an

Scm

BX10

Milk selection box

£25

18cm

25cm

4cm

8502

Small chocolate tree decoration

£4 50

6cm

-

-

850S

Large chocolate planet tree decoration

£650

Scm

-

 

5810

Champagne truffles

£10

San

12cm

The range of packing the company has selected is as follows:

Packaging

Width

Depth

Height

S1 Bubble Pack

6cm

3cm

8cm

52 Bubble Pack

8cm

3cm

12cm

52 box

20cm

15cm

10cm

B4 Box

25cm

20cm

10cm

B6 Box

30cm

20cm

20cm

• Bubble Packs are flexible to some extent. The height of the item must not exceed the height of the pack. The sum of the W+D of the item must not exceed the sum of the W+D of the pack.

• All delivery boxes have an inner padding that is 1cm thick on all sides including the bottom and top. The table below shows the outside dimensions of all boxes and packs only.

The company has provided you with the following sample orders to test your system. Workout the correct boxes and packets manually, and then use this data to test your algorithm.

Order Number

Gift
Card

Code

Item Description

Cost

Qty

101:34

Yes

P120

white chocolate truffles

£7

2

101134

-

5502

Small chocolate tree decoration

£4.50

1

101134

 

P106

Milk chocolate coins

f3.50

1

101265

No

8504

Large dkocolate planet tree decoration

f6.50

1

101342

Yes

BX08

white selection box

£23

1

101342

-

P115

Deluxe mixed chocolate coins

f6.50

 

101487

No

5X04

Dark selection box

£25

:

101487

-

BX08

white selection box

£22

 

101487

BX10

Milk selection box

£25

1

101487

-

P115

Deluxe mixed chocolate coins

£6.50

1

101653

yes

A325

Deluxe chocolate creams

£16.50

2

Given the above scenario, develop an algorithm (final design presented as a flow chart) that will work with any combination of items. Your algorithm shou4 generate some form of packing instructions for staff to follow, which should include at least indicate:

• The size and type of the pack or box required

• Some indication on how the items should be arranged

• Any extras that should be included

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Data Structure & Algorithms: Gven the above scenario develop an algorithm final design
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