After reviewing the case, please ensure that your data match those below. All other details are correct...

EXHIBIT $2$: COST DATA AVAILABLE FOR COCOA POWDER

Holding cost $(\%$ of the cost$/$year$)40\%$

Ordering cost $($INR$/$order$)1000$

Quantity in kg Price $($INR$/$kg$)$

$1$ to $2000120\mathrm{.}30$

$2001$ to $4000120\mathrm{.}20$

$4001$ to $5999120\mathrm{.}10$

$6000$ or more $120\mathrm{.}00$

EXHIBIT $3$: COST DATA AVAILABLE FOR COCOA BUTTER

Holding cost $30\%$

Ordering cost $($INR$/$order$)1200$

Quantity in kg Price $($INR$/$kg$)$

$1$ to $100072\mathrm{.}06$

$1001$ to $200072\mathrm{.}05$

$2001$ to $299972\mathrm{.}03$

$3000$ or more $72\mathrm{.}02$

EXHIBIT $4$: COST DATA AVAILABLE FOR DARK CHOCOLATE

Holding cost $35\%$

Ordering cost $($INR$/$order$)800$

Quantity in kg Price $($INR$/$kg$)$

$1$ to $1250105\mathrm{.}35$

$1251$ to $2500105\mathrm{.}30$

$2501$ to $3749105\mathrm{.}25$

$3750$ or more $105\mathrm{.}20$

EXHIBIT $5$: COST DATA AVAILABLE FOR DRY$-$FRUITS AND NUTS

Holding cost $25\%$

Ordering cost $($INR$/$order$)2100$

Quantity in kg Price $($INR$/$kg$)$

$1$ to $250090\mathrm{.}25$

$2501$ to $500090\mathrm{.}20$

$5001$ to $749990\mathrm{.}15$

$7$For this first question, assume you are the $($only$)$ customer of Toffee Inc., and all of the demand $($an average of $13,948($rounded$)$ cartons per year$)$ is yours. $($This is not the case, but it makes these calculations easier...$)$

What is the cost per order? $($note: in the case, it appears as a cost to Toffee Inc.$)$

$[$ Select $]$

INR

What is the cost per case?

$[$ Select $]$

What is the holding cost percentage cited in the case?

$[$ Select $]$

per month, or

$[$ Select $]$

What is the annual holding cost in INR?

$[$ Select $]$

What is the EOQ for you as the customer of Toffee Inc.?

Now you are part of Toffee Inc.. First, let's assess your annual demand.

Based on $2011$ actuals, your total demand is $17,250$ cartons.

Each carton consists of

$[$ Select $]$

bags, and each bag has

$[$ Select $]$

bars.

So$,$ the total bars needed $($cartons$*$bags$*$bars$)$ is

$[$ Select $]$

$.$

Each bar weighs

$[$ Select $]$

grams.

Now you are part of Toffee Inc. and are planning on ordering your ingredients.

For cocoa powder:

Each bar requires

$[$ Select $]$

grams of cocoa powder.

This means a total of

$[$ Select $]$

grams$/$kilograms of cocoa powder are needed. $($Formula: total bars required from above $*$ grams of material per bar. $1,000$ grams $=1$ kg$)$

There is a variable holding cost of

$[$ Select $]$

$\%$ and an ordering cost of

$[$ Select $]$

INR.

After conducting an EOQ analysis with quantity discounts, you conclude that ordering

$[$ Select $]$

kgsFor cocoa butter:

Each bar requires

$[$ Select $]$

grams of cocoa butter.

This means a total of

$[$ Select $]$

grams$/$kilograms of cocoa butter are needed. $($Formula: total bars required from above $*$ grams of material per bar. $1,000$ grams $=1$ kg$)$

There is a variable holding cost of

$[$ Select $]$

$\%$ and an ordering cost of

$[$ Select $]$

INR.

After conducting an EOQ analysis with quantity discounts, you conclude that ordering

$[$ Select $]$

kgs at a time is the optimal solution.

For dark chocolate:

Each bar requires

$[$ Select $]$

grams of dark chocolate.

This means a total of

$[$ Select $]$

grams$/$kilograms of dark chocolate are needed. $($Formula: total bars required from above $*$ grams of material per bar. $1,000$ grams $=1$ kg$)$

There is a variable holding cost of

$[$ Select $]$

$\%$ and an ordering cost of

$[$ Select $]$

INR.

After conducting an EOQ analysis with quantity discounts, you conclude that ordering

$[$ Select $]$

kgFor dry fruit and nuts:

Each bar requires

$[$ Select $]$

grams of dry fruit and nuts.

This means a total of

$[$ Select $]$

grams$/$kilograms of dry fruit and nuts are needed. $($Formula: total bars required from above $*$ grams of material per bar. $1,000$ grams $=1$ kg$)$

There is a variable holding cost of

$[$ Select $]$

$\%$ and an ordering cost of

$[$ Select $]$

INR.

After conducting an EOQ analysis with quantity discounts, you conclude that ordering

$[$ Select $]$

kgs at a time is the optimal solution.