Assuming a, b and k are constants, calculate the following derivative. d a kt *(**)- dt e = A Find a value of k so that help (formulas) help (matrices) ekt is a solution to ' = [53] 18 . k = help (numbers) Find a value of k so that k = help (numbers) Hekt [5 3 is a solution to ' J. 35 Write down the general solution in the form x1(t) =? and x2(t) =?, i.e., write down a formula for each component of the solution. Use A and B to denote arbitrary constants. The A should go with the first k you found above, and the B should go with the second k you found above. x1(t) help (formulas) x2(t) help (formulas) Book: Section 3.3 of Notes on Diffy Qs

Assuming a, b and k are constants, calculate the following derivative. d a kt *(**)- dt e = A Find a value of k so that help (formulas) help (matrices) ekt is a solution to ' = [53] 18 . k = help (numbers) Find a value of k so that k = help (numbers) Hekt [5 3 is a solution to ' J. 35 Write down the general solution in the form x1(t) =? and x2(t) =?, i.e., write down a formula for each component of the solution. Use A and B to denote arbitrary constants. The A should go with the first k you found above, and the B should go with the second k you found above. x1(t) help (formulas) x2(t) help (formulas) Book: Section 3.3 of Notes on Diffy Qs

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section1.2: Exponents And Radicals

Problem 42E

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