eigenvectors

please see attached

de's 10

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de's 10

The following OTA's are no longer welcome to respond. #104502 #102922 #103997 #103300 #101298 If you are one of the above OTA's. DO NOT RESPOND

Differential Equations

Suppose that the initially lead-free subject in Example 6.1.1 is exposed to lead for 400 days, and then removed to a lead free environment. Use a computer to estimate how long it takes the amount x3 of lead in the bones to decline 50% of x3(400); repeat for 25% and 10%. (See attachment for full details)

Use of Convolution Theorem to Solve Laplace Transform

The following is a sample test question involving the use convolution to find the inverse Laplace transform of the below equation. I have thus so far not been able to break the initial equation down into the two separate equations F(s) and G(s). Any help would be appreciated as it has been a while since I have used partial fra ...continues

Obtain a Laplace Transform using Laplace Expansion Properties

My problem deals with the Laplace expansion property applied to a cosine function. I am unsure as to how the problem should be solved based on the given property formula and the Differential Equation books that I have used have been of no help. If familiar, please try to use the DiPrima notation.

Problems using Laplace expansion property to find Laplace Transform.

My problem deals with the Laplace expansion property applied to a exponential product function. I am unsure as to how the problem should be solved based on the given property formula and the Differential Equation books that I have used have been of no help. If familiar, please try to use the DiPrima notation.

Inverse Laplace Transforms and partial fractions

I have a transform F(s) of which I need the inverse transform for. The form of the transform is not of a common form and I am having trouble reducing it to a workable form.

Example using Laplace transform to solve an I.V.P. (Specific Example within)

How would the Laplace transform be used to solve IVP? Specific Example within attachment.

General Real-Valued Solutions

Find the general real-valued solution of each system. Classify the origin as a saddle, center, spiral, or one of the normal types (identify the type). Identify as neutrally stable, unstable, or asymptotically stable. *See attachment for systems