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Question: The first four Hermite polynomials are 1, 2t, - 2 + 4t2, and - 12t + 8t3 These polynomials arise naturally in the study of certain important differential equations in mathematical physics.2 Show that the first four Hermite polynomials form a basis of P3.
What is the square root of the 1521. once you have that answer, divide it by 13 and multiply it by 7. What would be your result?
The following eight numbers can be grouped into four pairs such that the higher of each pair divided by the lower is a number of particular mathematical significance (at least to 4 decimal places).
Two trains, each 100 m long are moving in opposite directions. They cross each other in 8 seconds. If one is moving twice as fast the other, the speed of the faster train
A lodge borrows $120,000 for 10 months at an annual interest rate of 9.2%. What is the simple interest due on the loan?
What scares you about public speaking? What do you think about the night before the big speech? What goes through your mind at the moment just before you begin to speak?
evaluate approximately the ratio of the mass of the sun to that of the earth. lunar month 27.3 days, mean radii of the earth's orbit 149000000 km and that of moon's orbit 380000 km.
What did the organization miss in its macro environment? Discuss the strategic implications of this omission.
From a total of 15 people, three committees consisting of 3, 4, and 5 people, respectively, are to be chosen. How many such sets of committees are possible if there is no restriction on the number of committees on which a person may serve?
Some have stated these three evaluation criteria do not adequately evaluate the success of a government program. Therefore, in addition to the three evaluation criteria stated above, propose and discuss a fourth criterion that should be included i..
Solve this linear problem graphically and determine optimal quanitities of A, B, and value of Z.
Set up the inequalities representing the baker's possible choices for baking the number of loaves of bread and muffins to use up his available resources (wheat and sugar).
If 4 Americans, 3 Frenchmen and 3 Englishmen are to be seated in a row, how many seating arrangements are possible when people of the same nationality must sit next to each other?
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