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Total Number of Everything Patty, Lettuce, Bun, and Tomatoes 24.03% of 1201 = 289(1.4 number of patties eaten)= 404.6

BCB 1 Bun 1 patty 1 Tomatoe 1 Lettuce 2 Slices Chese 2 pickels Bu + Pa + T + L + 2Pi + 2Ch + 3 Ba à BuPaTlPi2Ch2Ba3 __Patty’s__ Patties: 289(1.4 number of patties eaten) = 404.6 Patties (Dozen):

33.8or 34

Number of packages: because there is two dozen in a package. **17 packages**

Patties per package: two dozen Patties Unusable: 48x = 525.98 x= 10.95 or 11 patties are unusable
 * This is saying that since 1.3 are bad out of 48, how many are bad out of 404.6

So out of 404 patties 8 are bad. So I need= **17.1 packages**

Total Cost: 17(13) = $221

__Buns__ Buns: 404.6 Buns (Dozen): = 33.7 dozen or 34 dozen Buns per Package: one dozen Buns Unusable: 24x= 404.6 x = 16.08 or 16 are unusable. 16+404= 420. =35 packages


 * Total: 35(2 price per package)= $70**

__Lettuce__ Total Slices of Lettuce: 404.6 1 Head of lettuce= 25 slices = 16 heads


 * Total Cost: 16(2$ price per head)= 66 $’**

__Tomatoes__ Total Slices of Tomatoes: 404.6 1 Tomato= 11 slices = 36.7 or 37 tomatoes
 * Total Cost= 37(.50)=$18.5**

__Cheese:__ Total Slices of Cheese: 404.6(2) because two slices of cheese, 809.2 5 pounds = 145 = 5.58 blocks of cheese or 6 blocks of cheese
 * Total Cost: 6(25)= $150**

__Pickles__ Total Pickles: 809.2 Pickels per Jar: 16(17)= 272 = 2.9 jars of pickles or 3 jars
 * Total= 3(4)= $12**

__Bacon__ Total Slices: 404.6(3) because there is three slices of bacon 1,213.8 or 1214 Bacon per package: 19 **__HAMBURGER__**

Total Number of Everything Patty, Lettuce, Bun, and Tomatoes 24.03% of 1201 = 240(1.4 number of patties eaten)= 336

HB    1 Bun 1 patty 1 Tomato 1 Lettuce 2 pickles __Patty’s__ Patties: 240(1.4 number of patties eaten) = 336 Patties (Dozen):

Number of packages: because there is two dozen in a package. **7 packages**

Patties per package: two dozen Patties Unusable:

48x = 436.8 x= 9.1 or 10 patties are unusable

So out of 336 patties10 are bad. So I need= **14.4 packages**

Total Cost: 15(13) = $195

__Buns__ Buns: 336 Buns (Dozen): = 28 dozen or 28 packages Buns per Package: one dozen Buns Unusable: 24x= 336 x = 14 are unusable. 14+336= 350. =29.1 or 30 packages


 * Total: 2(30)= $60**

__Lettuce__ Total Slices of Lettuce: 336 1 Head of lettuce= 25 slices = 13.4 or 14 heads


 * Total Cost: 14(2)= $66**

__Tomatoes__ Total Slices of Tomatoes: 336 1 Tomato= 11 slices = 30.5 or 31 tomatoes
 * Total Cost= 31(.50)=$15.50**

__Pickles__ Total Pickles: 672 Pickels per Jar: 16(17)= 272 = 2.5 jars of pickles or 3 jars
 * Total= 3(4)= $12**

**__CHEESEBURGER__**

Total Number of Everything Patty, Lettuce, Bun, and Tomatoes 40% of 1201 = 480.4(1.4 number of patties eaten)= 673

__CB__ 1 Bun 1 patty 1 Tomato 1 Lettuce 2 Slices Cheese 2 Pickles Bu + Pa + T + L + 2Pi + 2Ch=BuPaTlPi2Ch2 __Patties__ Patties: 673(1.4 number of patties eaten) = 480.7 Patties (Dozen): 28.04 = 28.04 or 28

Number of packages: because there is two dozen in a package. **28 packages**

Patties per package: two dozen Patties Unusable:



48x = 673 x= 6 patties are unusable

So out of 673 patties 6 are bad. So I need= **28.04 packages**


 * Total Cost: 28(13) = $364**

__Buns__ Buns: 673 Buns (Dozen): = 56.1 dozen or 56 packages Buns per Package: one dozen Buns Unusable: 24x=673 x = 14 are unusable. 14+673= 687. =56 packages


 * Total: 2(56)= $112**

__Lettuce__ Total Slices of Lettuce: 404.6 1 Head of lettuce= 25 slices = 27 heads


 * Total Cost: 27(2$)= 54 $**

__Tomatoes__ Total Slices of Tomatoes: 673 1 Tomato= 12 slices = 56.083333 or 56 tomatoes
 * Total Cost= 56(.50)=$336.5**

__Cheese:__ Total Slices of Cheese: 673(2) because two slices of cheese, 1346 5 pounds = 145 slices = 9.28 blocks of cheese or 9 blocks of cheese
 * Total Cost: 9(25)= $225**

__Pickles__ Total Pickles: 1346 Pickels per Jar: 16 = 84.25 jars of pickles or 84 jars
 * Total= 84(4)= $336**

**__Double Bacon Cheeseburger__** Ally Angels Bu + 2Pa + 2Le + 2To + 3Pi + 2Ch + 4Ba = BuPa2Le2To2Pi3Ch2Ba4 Total number of students: 1201 Percent of people who want DBC: 15.59% 1201 students * .1559 = 193 people want DBC 193 people * 1.4 burgers eaten = 271 __Ingredients:__ 1 bun 2 patties 2 slices lettuce 2 slices tomato 3 slices of pickles 2 slices cheese 4 slices of bacon __Buns__ __:__ Number of Burgers: 271 Buns per Burger: 1 Buns Needed: 1 bun * 271 burgers = 271 buns needed Amount of Moldy Buns: 1 bun per 24 buns Total Buns Needed: = 282.291666 = 283 buns needed Buns in Package: 12 Packages Needed: = 23.52430555 = 24 packages needed Price per package: $2 Total price: 24 packages * 2 = $48 __Patties__ __:__ Number of Burgers: 271 Patties per Burger: 2 Patties Needed: 2 patties * 271 burgers = 542 patties needed Amount of Freezer Burnt Patties: 1.3 patties per 48 patties Total Patties Needed: = 556.6791666 = 557 patties needed Patties in Package: 24 Packages Needed: = 23.208333 = 24 packages needed Price per package: $13 Total price: 24 packages * 13 = $312 __Lettuce:__ Number of Burgers: 271 Slices per Burger: 2 Total Slices Needed: 2 slices * 271 burgers = 542 slices needed Slices in Lettuce: 25 Lettuces Needed: = 21.68 = 22 lettuces needed Price per Lettuce: $2 Total Price: 22 * 2 = $44 __Tomato:__ Number of Burgers: 271 Slices per Burger: 2 Total Slices Needed: 2 slices * 271 burgers = 542 slices needed Slices in Tomato: 11 Tomatoes Needed: = 49.27 = 50 tomatoes needed Price per Tomato: $0.5 Total Price: 50 * .50 = $25 __Pickles:__ Number of Burgers: 271 Slices per Burger: 3 Total Slices Needed: 3 * 271 = 813 slices needed Pickles in Jar: 16 Slices per Pickle: 17 Slices per Jar: 272 Jars Needed: = 2.988 = 3 jars needed Price per Jar: $4 Total Price: 3 jars * 4 = $12 __Cheese:__ Number of Burgers: 271 Slices per Burger: 2 Slices Needed: 271 burgers * 2 slices = 542 slices needed Slices per Package: 145 Packages Needed: = 3.737 = 4 packages needed Price per Package: $25 Total Price: 4 packages * 25 = $100 __Bacon:__ Number of Burgers: 271 Slices per Burger: 4 Slices Needed: 271 burgers * 4 slices = 1,084 slices needed Slices per Package: 19 Packages Needed: = 57.052 = 58 packages needed Price per Package: $2.50 Total Price: 58 packages * 2.50 = $145