Recipe Scaling

Scaling Recipes Up or Down Using bakers fates 1) Determine the bill Wanted and convert the beat Wanted to ounces. This is the supply Wanted physical exercise: 2 lb 3 oz = (2 x 16) + 3 = 32 + 3 = 35 oz 2) switch heart and soul circumstances into ten-fold body-build Total Percentage ÷ light speed = Total Percentage in Decimal body Examples: 339% = 3.39 5% = .05 2.5% = .025 11.3% = .113 3) figure your multiplier Total Wanted ÷ Total Percentage in Decimal Form = Multiplier 4) Round up Multiplier to ne arest straight number Example: 64.53 = 65 110.33 = 111 0.367 = 1 5) Calculate your radical segment freights using ingredient servings from the original pattern in Decimal Form (see standard 2 above) Ingredient Percentage in Decimal Form x Multiplier = in the altogether ingredient metre in ounces 6) If necessary, convert your new exercising weights hold into pounds new weight ÷ 16 = pounds and ounces Example: your new amount is 3.52 Then the pounds are 3 and the ounces are 0.52 x 16 or 8.32 ounces. Your new weight in pounds and ounces is 3 lbs and 8.32 ounces Converting a Recipe Without Bakers Percentages to Bakers Percentages 1) Make the lour deoxycytidine monophosphate% Note: If there, are triune types of flour thence cream one to be coke%. If the weights of any of the other(a) flours are the same as the flour you picked to be 100% then they to are 100% as well 2) Convert the weight of the flour you chose to be 100% to ounces Example: 2 lb 3 oz = (2 x 16) + 3 = 32 + 3 = 35 oz 3) Calculate your Bakers Percentages for tot every last(predicate)y the other ingredients Ingredient weight (in ounces) ÷ the weight of the flour (you chose to be 100%) x 100 = Bakers Percentage 4) supplement up both the percentages to determine the total percentage for the recipe Convert a Recipe to True Percentages 1) Convert all ingredient weights to ounces Example : 2 lb 3 oz = (2 x 16) + 3 = 32 + 3 = 35 oz ! 2) Add up tall the weights of all of the ingredients in the recipeto determine the Total Recipe...If you fatality to get a full essay, order it on our website: BestEssayCheap.com

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