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Suppose that A is a square matrix, and that the only eigenvectors of A are scalar multiples of the vector: Deduce as much information as you can about A, by answering the following questions. Give reasons for your answers.
(a) What size is A?
(b) How many eigenvalues does A have? Can you tell what the eigenvalues are?
(c) What can you tell about the algebraic and geometric multiplicities?
(d) Can you tell whether or not A is diagonalizable?
What is his approximate body mass index? Find an inequality describing all weights W that Francis can have and be in the low risk category.
Select the first three letters of your last name. Each letter has a numerical place value in the alphabet. For example, D is 4, L is 12, and Z is 26. Add the three place values together. For example, Wallace would yield WAL, which is 23+1+12 = 36...
Identify the degree of each term of the polynomial and the degree of the polynomial.
How can we picture real numbers "mod 2 pi" as something that goes round in a ring? How is that related to trigonometry? Can we make a function from "real numbers mod 2 pi" to the rotations around the origin of the Cartesian plan so that this functi..
Explain how you could use your graph to ?nd the number of kilometres that the car could travel on average for £12. Construct a formula for the cost in pounds, C, of travelling x kilometres.
Identify the sample and suggest a population
Solve the equation and provide a brief explanation.
find the indefinite integral using the formulas from theorem 5.20. remember to use ln u where appropriate. dx x 9
What is factoring by group? When do you factor a trinominal and why is it necessary to write the trinominal in four terms?
an objects height in meters when thrown vertically from the ground at a velocity of 80 ms is given by the equation h
Solve the given fraction
The amounts on the arcs represent the maximum daily amount sofwater that can flow across the network in thousand sofgallons. Determine the maximum amount of water that can flow through the system.
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