What was your favorite topic or fun fact that you’ve learned…
What was your favorite topic or fun fact that you’ve learned in the course so far? Explain why you liked it. for your convenience, the topics are listed below. List of Course Topics Thus Far Module Module Title Lecture Titile 1 Introduction to Food Science Scientific Method, Unit Conversions (Imperial & SI), Laboratory Measurements 1 Introduction to Food Science Sensory Science: Taste, Texture, & Flavor 1 Introduction to Food Science Nutrition, Labels, and Regulations 2 Molecules of Food: Overview Molecules of Food Overview, Intra and Intermolecular Forces 2 Molecules of Food: Overview Water: Solutions, Acids, & Bases 2 Molecules of Food: Overview Food Chemistry Calculations 3 Molecules of Food: Macronutrients Carbohydrates 3 Molecules of Food: Macronutrients Proteins 3 Molecules of Food: Macronutrients Lipids
Read DetailsAfter reading that caramelization is accelerated in basic co…
After reading that caramelization is accelerated in basic conditions, Anton predicts that adding baking soda to his sliced onions before sautéing will speed up the browning process. What part of the scientific method is represented by ‘predicts’?
Read Details(Use Poisson Distribution) A fast-food restaurant is trying…
(Use Poisson Distribution) A fast-food restaurant is trying to hire employees. Let’s assume that one employee can process 10 orders in 15 minutes. The company wants to prepare for orders occurring at that point with at least an 80% probability (For example, if 50 orders occur with a 70% probability in 15 minutes, and 60 orders occur with an 80% probability, the company wants to process at least 60 orders). The following data is the number of orders in 15 minutes. You can calculate the average number of orders using the following data. How many employees should the branch employ? (For example, if 61 orders are placed in 15 minutes, with an 80% probability, the branch should hire 7 employees.) 9:00 AM 9:15 AM 9:30 AM 9:45 AM 10:00 AM 10:15 AM 10:30 AM 10:45 AM 11:00 AM 11:15 AM 11:30 AM 11:45 AM 12:00 PM 12:15 PM 12:30 PM 12:45 PM 1:00 PM 1:15 PM 1:30 PM 1:45 PM 2:00 PM53 53 49 38 26 84 27 36 19 38 96 74 85 64 33 47 16 96 73 59 25
Read Details(Use Exponential Distribution) It is said that the average l…
(Use Exponential Distribution) It is said that the average lifespan of a smartphone produced by a company is 4 years and follows an exponential distribution. Find the probability that this smartphone will last more than 7 years. Round to 4 decimal places. (for example, 0.0233333 should be written as 0.0233. If written as 2.3333%, the answer will be incorrect.)
Read Details(Use Exponential Distribution) It is said that the average l…
(Use Exponential Distribution) It is said that the average lifespan of a smartphone produced by a company is 5 years and follows an exponential distribution. Find the probability that this smartphone will last more than 6 years. Round to 4 decimal places. (for example, 0.0233333 should be written as 0.0233. If written as 2.3333%, the answer will be incorrect.)
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