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Determine whether the following binary relations are reflexive, symmetric, antisymmetric and transitive:
a. xRy ⇔ xy ≥ 0 ∀x, y in the set R
b. xRy ⇔ x > y ∀x, y in the set R
c. xRy ⇔ |x| = |y| ∀x, y in the set R
For each of the above, indicate whether it is an equivalence relation or a partial order. If it is a partial order, indicate whether it is a total order. If it is an equivalence relation, describe its equivalence classes.
Represent the impedance by a complex number, in rectangular form and in polar form. Find the magnitude of the impedance and its phase angle. Does the voltage lead or lag the current? Explain.
simplify the logarithmic expressions by using logarithmic properties.simplify the given logarithmic expressions 1 log
the governor of a large northeastern state is trying to decide whether to veto a bill that she opposes that has been
Describe the famous Königsberg bridge problem and explain how to rephrase it in terms of an Euler circuit.
Letting x denote the amount of money invested in the first, safer account, and lettingydenote the amount of money invested in the second, riskier account, setup a system of linear equations which you could solve to find out how much money you shou..
Due to increased mailing costs, the new rate will cost publishers $48 million; this is 13.2% more than they paid the previous year. How much did it cost publishers last year? (Enter your answers in dollars not in millions. Round to the nearest hundre..
Determine whether Rolle's Theorem can be applied to f on the closed interval [a, b]. Find the point on the graph of the function that is closest to the given point.
At what rate is the angle of inclination of the observers line of sight increasing at the instant when the balloon is exactly 500 feet above the ground?
Prove Liouvilles theorem, - Draw a great big circle radius R, center w, and write down an integral formula for f'(w). Now try to estimate the modulus of this integral and study
a} Enter the eigenvalues of Ain increasing order,separated by commas? b) Find an eigenvector for each eigenvalue. Enter these eigenvectors as a list, e.g. [0,1],[1,0]? c) For each eigenvalue λ ,find an orthonormal basis for the eigenspace Eλ.
Calculate the exact values.
Please show in detail how to solve the following area problem. Let R be the region bounded by the graphs of f(x) = 4 - x^2/4 +8x
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