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Solve this equation numerically,(( numerical methods by explicit or implicit methods or crank niclson method)).
The boundary conditions are:
Find the difference in the gasolines & automobiles
Let f:R->R be uniformly continuous on R (the reals) and let f_n(x)=f(x+1/n) for x in the reals. Show that (f_n) converges uniformly on the reals to f.
Shawn Bixby borrowed $18,200 on a 132-day, 13% note. After 75 days, Shawn paid $3,200 on the note. On day 107, Shawn paid an additional $5,200. Use ordinary interest.
suppose a car sitting on a hydraulic left exerts a downward force of 1,750 N on a piston with an area of 0.6m squared. How much pressure does the car exert on the piston?
Suppose that you want to purchase a home for $450,000 with a 30 year mortgage at 6% interest. Suppose that you can put 40% down. Assume that the monthly cost to finance $1,000 is $6.00. What are the monthly payments.
What is the average cost per unit to produe 100 units?
Suppose the current is 3 amps and increasing at 10-2 amp/sec and R1 is 3 ohms and increasing at 0.5 ohm/sec, while R2 is 5 ohms and decreasing at 0.1 ohm/sec. Calculate the rate at which the voltage is changing. Give your answer to 4 decimal place..
Eve said to Adam, "If you give me one dollar, then we will have the same amount of money." Adam then replied, "Eve, if you give me one dollar I will have double the amount of money you are left with." How much does each have?
Sketch the graph of the given function and evaluate the height of the cliff from the word problem.
An orange juice producer buys all their oranges from one particular orchard. The amount of juice from the oranges is approximately normally distributed with a mean of 151 ml. and a standard deviation of 43 ml.
What ordering cost would enable the manager to justify ordering every other day? (Round your intermediate calculations and final answer to 2 decimal places. Omit the "tiny_mce_markerquot; sign in your response.)
Carol and David decide to play a game as follows: Carol draws and keeps a card from a shuffled pack number 1 to 6.
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