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Question: Show that a solution of the heat equation
∂u/∂t = K(∂2u/∂x2),
u(0, t) = u(L, t) = 0,
Which has one continuous partial derivative with respect to time, and two continuous partial derivatives with respect to space has the property that
Use this to conclude that solutions with this degree of smoothness are unique.
Draw the decision tree.Show the Expected Monetary Value at each step? What strategy maximizes the dealer's profit and what is the Expected Value of Perfect Information value the dealer would place on knowing when the item will be sold
Find the rate if consumption in litres per minute.
in a test of a gender-selection technique 150 couples each have one baby and the results consist of 100 girls and 50
Chef loves circular cakes. He divides them into smaller pieces and sells them. You are to help him in this work. Today Chef has cooked the brand new circular cake
He estimates the profit on his outlay including the manufacturing of rejected articles to be 20 %.Find the cost of manufacturing of each article.
Find the length of the curve x=((y3)/3)+(1/(4y)) from y=1 to y=4. Find the length of the curve at x=((y3)/6)+(1/(2y)) on 3 less than or equal to y less than or equal to 5.
Use floating point arithmetic with the maximum possible number of decimal places. Report your results.
If you have 80 feet of fencing and want to enclose a rectangular area up against a long, straight wall, what is the largest area you can enclose?
The probability of a couple getting a boy child is 0.55 and getting a girl is 0.65 . If the couple plans to get three children find the probability that all of them are boys.
To find the rate of increment in the height of conical pile at a particular point using differentiation.
What is the fifth term of the arithmetic sequence
julia may lease a warming oven for 600 for a six game football home-season game.nbsp the oven has 16 shelves and each
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