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Question: Set up the necessary equation where appropriate and solve the given problems. All numbers are accurate to at least two significant digits.
A jet flew 1200 mi with a tailwind of 50 mi/h. The tailwind then changed to 20 mi/h for the remaining 570 mi of the flight. If the total time of the flight was 3.0 h, find the speed of the jet relative to the air.
Give an example of a continuous function whose derivative does not exist at x=0(hint: this would be relatively easy to do with a piecewise function, but you have to think of a function that uses formula that Maple TA recognises.
The displacement s cm of the end of a stiff spring at time t seconds is given by: s = a (e^-kt) sin 2πft. Determine the velocity and acceleration of the end of the spring after 2 seconds if a = 3, k = 0.75 and f = 20.
Discarded Fraction using Probability Binomial Theorem? Write Matlab code for Discarded Fraction using Manual Method? Comparison of Graphs of both Methods using hold on command:
suppose that a share of shell costs 21 now and that the continuously compounded risk-free rate is 1. compute the value
The sales of a new product (in items per month) can be approximated by S(x)=325+400log(3t+1), where t represents the number of months after the item first becomes available. Find the number of items sold per month 33 months after the item first be..
Explain the difference between explicit and implicit schemes for numerically solving systems of equations. Which type of scheme is more computationally expensive? when would you use each of them?
Recognize the importance of some very famous numbers, as well as learn more about approximations - Provide a short definition of Pi.
If we have 2 groups with 5 characteristics each, what would our critical value be with an alpha of .05?
Let's also generalize Problems 2 and 3 to a more reasonable ice-cream store. There are still three kinds of cones (the usual), but now there are k flavors of ice cream.
The average global temperature is 58°F and rising by 0.2°F per decade. How fast are annual sales of Bermuda shorts increasing?
1. If a candidate is the winner of an election and in a second election one or more of the other candidates is removed, the previous winner should still be the winner. This criterion is called the ______ method.
We say that P and Q are affinely equivalent if there is an affine linear transformation φ: Rn → Rn (i.e. a linear transformation together with a translation) that maps P to Q bijectively
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