o Verizon 12:10 PNM 26%) Dr Pepper is a carbonated soft drink marketed as having
ID: 3336565 • Letter: O
Question
o Verizon 12:10 PNM 26%) Dr Pepper is a carbonated soft drink marketed as having a unique flavor. The drink was created in the 1880s by Charles Alderton in Waco. Texas and first served around 1885. Dr Pepper was first nationally marketed in the United States in 1904, and in Europe, Asia, Canada, Mexico, Australia, New Zealand (as an imported drink), South Africa (also as an imported drink), and South America. Variants include a version without high fructos line of additional flavors, first introduced in the 2000s. W.W. Clements, former CEO and president of the Dr Pepper/7-Up Company, described the taste of Dr Pepper as one-of-a-kind, saying, “I've always maintained you cannot tell anyone what Dr Pepper tastes like because it's so different. It's not an apple, it's not an orange, it's not a strawberry, it's not a root beer, it's not even a cola. It's a different kind of drink with a unique taste all its own." The company currently has headquarters in Plano, Texas, and the Dr. Pepper Museum is located in Waco, Texas. [source: Wikipedia] is now also sold e corn syrup, Diet Dr Pepper, as well as a Of interest is the quantity of Dr Pepper, measured in ounces, that a person consumes when they drink Dr Pepper served from a fountain machine. Suppose that the quantity of Dr Pepper consumed follows an approximate ounces and standard deviation 5.8 ounces. Use this information to answer questions 3 and 4. Please with mean 34 SW 3. Antravious purchased a Dr Pepper fountain drink and drank 41 ounces. Based on the distribution described above, what is the probability that the quantity of Dr Pepper consumed is 41 ounces or less? (6 pts)Explanation / Answer
We are allowed to do 1 question at a time. Post again for second question.
5) Mean = 42.2
SD = 7.8
z1 = (30 - 42.2)/7.8 = - 1.564
z1 = (51 - 42.2)/7.8 = 1.13
P = 0.8114
Related Questions
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.