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Let C(R) be the linear space of all continuous functions from R to R.
Let Sc be the set of differentiable functions u(x) that satisfy the differential equation u′ = 2xu + c for all real x. For which value(s) of the real constant c is this set a linear sub-space of C(R)?
check if they are in agreement with the theoretical results.
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Software Developer Development and Improvement.Due Week 9 and worth 60 points This assignment consists of two (2) sections: an improvement plan and a PowerPoint presentation. You must submit the two (2) sections as separate files for the completion o..
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Consider a Lagrangian L that depends only on the magnitude of the velocity q(t ) of a particle which moves in ordinary three-di mensional space.
List out some ways to improve the interaction design of the poor web site.(must be at least 70 words long)
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