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Question: You like pizza and you like cola. Which of the graphs in Figure represents your happiness as a function of how many pizzas and how much cola you have if
(a) There is no such thing as too many pizzas and too much cola?
(b) There is such a thing as too many pizzas or too much cola?
(c) There is such a thing as too much cola but no such thing as too many pizzas?
An astronaut jumps into the air with an initial upward velocity of 50 ft/sec. (A). How high does he go? (in feet) (B). How long is the astronaut off the ground?
Use your function s(t) to find the total distance traveled by the car between t = 0 and t = 10 seconds. Compare with your answer in part (a).
Marcie gets paid $1.25 an hour to babysit her little brother. If she babysits for 3 hours, how much money do Marcie's parents owe her?
(a) Find an expression for the number of bacteria after t hours. (b) Find the number of bacteria after 3 hours. (c) Find the rate of growth after 3 hours. (d) When will the population reach 10,000?
two trucks leave the warehouse at the same time. 3 hours later, they are 429 miles apart. If one truck was driving 15 MPH slower than the other, how many miles did each drive?
A cube is increasing in volume at a rate of 10cm3/sec. Find the rate of change of the surface area of the cube when one edge has length 2cm.
What is the expected number of steps before it returns to 1 - How many times, on average, does the chain visit 2 between two consecutive visits to 1?
Compare the projected production in part (b) with the actual figure of 26.9 billion barrels.
Have you ever walked into a Wal-Mart store to find an item out of stock? Using the concepts discussed forecasting and in this module economic order quantity, address the following questions: How does Wal-Mart ensure that its shelves are always full? ..
Figures that correspond under a translation, rotation, or reflection are said to be translation congruent, rotation congruent, or reflection congruent. Position two congruent figures on a piece of paper to satisfy
Write the equation of the function that models the weekly profit from the production and sale of x bicycles. What is the profit on the production and sale of 150 bicycles?
Consider the function f(x)=10*(x^.5)+8 on the interval [4.6], Find the average or mean slope of the function on this interval.(
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