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Find the strongest condition you can that has to be satisfied by a graph that has a path, starting and ending at different places, that includes each vertex at least once and each edge once and only once. Such a path is known as an Eulerian Trail
Describe it in words. A bowl opening to the left with a vertex at (2, 0, 0). A bowl opening to the right with a vertex at (- 2, 0, 0). A bowl opening upwards with a vertex at (0, 0, 2).
Show that the account grows at a rate proportional to A. (Continuous compounding means interest is being added continually, rather than after a specified length of time.)
Finding the maximum speed using first derivative test - Find the speed will maximize the flow rate on the road?
An airline estimates that 98% of people booked on their flights actually show up. If the airline books 76 people on a flight for which the maximum number is 74, what is the probability that not enough seats will be available on the plane? Round an..
the farmer above can purchase two types of fertilizer. a 50lb bag of crescent fertilizer has 5 units of nitrogen 15
if a rectangular prism has a side of 69 square inches and one with 252 square inches and another side with 168 square inches then what is the volume of the box?
How do you make a decision in this situation? Also, how can one come up with the probability of success (or failure)?
1. A coin is tossed 9 times. How many outcomes are possible? 2. You toss a coin 15 times. In how many outcomes do at most 2 tails occur? 3. A basket contains 28 apples of which 3 are rotten.
Two poles are set a = 60 feet apart, but the point of attachment P for the rope is yet to be determined. Express the length L of the rope as a function of the distance x from P to the ground.
The relative number N of gas molecules in a container that are moving at a velocity v can be shown to be where a and b are constants. Find v for the maximum N.
A manufacturer obtains GPS systems from three different subcontractors: 20% from A, 45% from B, and 35% from C. The defective rates for the subcontractors are 1%, 3% and 2%, respectively.
Suppose that population (measure in millions) is modeled by the linear function pl(t) = a + bt. Find the least-squares estimates for the parameters a and b.
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