minute is this? Round to the nearest hundredth. (Example 4)9. An elephant can eat up to 440 pounds of vegetation every day. How many grams perIndependent PracticeGo online for Step10. A candy company can produce 4800 sour lemon candies per minute. How manycandies can they produce each hour? (Example 1)per week is this? (Example 1)11. In a recent year, 51.9 billion aluminum cans were recycled. About how many cans12. The average American student spends almost 1500 hours per year watching television.To the nearest hundredth, how many minutes per day is this? (Example 2)13. A thrill ride at an amusement park travels 55 miles per hour. To the nearest hundredth,how many feet per second is this? (Example 2)Complete each conversion. Round to the nearest hundredth, if necessary. (Example 3)14. 4 L≈qt16 in. ~16. 13 m≈ ft18 lb ≈19. 7 L≈ gal15 ft22. 28 fl oz ≈~17. 8 yd ≈20. 1500 g ≈mOZ18.21.mm≈cm23. STEM The velocity of sound through wood at 0° Celsius is 1454 meters per second.How many miles is this per hour? Round to the nearest hundredth. (Example 4)L31. Crystal's times for each portion of atriathlon are shown in the table. Roundto the nearest hundredth.29. 2750 g ≈kg24. A certain car in Canada can travel 15 kilometers per 1 liter of gasoline. How manymiles per gallon is this? Round to the nearest hundredth. (Example 4)Complete each conversion. Round to the nearest hundredth, if necessary.26. 16 LC25. 8 in. ≈28. 250 fl oza. How many meters per second didshe run?m1 lbDistance (km)Time (min)3 m = ftSwim1.540Bike408627. 2 km ≈30. 5 gal ≈Runb. What was her speed in miles per hour for the aquabike portion (swimmingand biking)?1064ydmLm

Answered: minute is this? Round to the nearest…

minute is this? Round to the nearest hundredth. (Example 4) 9. An elephant can eat up to 440 m≈ft pounds of vegetation every day. How many grams per

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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TNT O O 717B/s Ot J 5:10 pm Edit 88 21 What I Can Do Let's apply what you have learned from the lesson. The concentration (C) of a given substance in a mixture is the ratio of the amount of substance to the total quantity. In symbols, where C is the concentration, S is the amount of substance, and T is the total quantity. If 8 ounces of punch contains 4 ounces of pure orange juice, the concentration of orange juice in the punch is 4/8 or 50%. The punch is 50% orange juice. Consider the problem where we begin that 8 ounces of punch that is 50% orange juice and want to write a function that gives the orange juice concentration after x ounces of pure orange juice are added. Questions: a. How much orange juice do you begin with? Write an expression for the amount of orange juice present after x ounces has been added. b. Write an expression for the total amount of punch present after x ounces has been added. c. Using the answers in (a) and (b), write a rational function defining the…
A company offers free shipping on orders that weigh less than 5000 grams. Use the facts to find how much this is in Conversion facts for mass kilograms (kg). 1 gram (g) = 1000 milligrams (mg) 1 kilogram (kg) = 1000 grams (g) | kg
You are a crime scene investigator trying to match the lead content of bullet fragments found at a crime scene to the lead content of a box of bullets found with a suspect. To simplify this question, assume that the instrument you use gives you one measurement per fragment in grams/cm3. Assume that you have 5 measurements from fragments found at the crime scene and 7 measurements from bullets found with the suspect. (b) What are H0and Ha? Write them both mathematically and in words. (c) You run the analysis and the p-value is 0.0001 and α = 0.001, and β = 0.9. If you reject H0, what is the probability that you made the wrong decision in this case?
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