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MATH 270

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MATH 270 Week 1 iLab .....
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MATH 270 Week 2 iLab .....
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1. Given the following geometric series write out the first 5 partial sums. Explain how to do this. 2. Do these partial sums appear to be approaching a finite sum for the entire series? If so, what does that sum appear to be? 3. How do we know for sure that the above infinite geometric se.....
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Directions: Determine the Taylor Series for the following function:   for n = 4 where a = 1 1. Determine the first four derivatives of  2. Evaluate  and the derivatives above at x = a = 1 3. The formula for the Taylor Series is  . Plug the values from question.....
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Part I: Separable Differential Equations 1. What is meant by separable? What should you look for in a differential equation to decide if it is separable or not? 2. Is  separable? If so, how can it be separated? Hint: Remember that  . 3. Integrate both the left and right side.....
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Part I: Second Order Homogeneous Differential Equations 1.What is meant by homogeneous? What should you look for to determine the order of a differential equation? 2.Solve the characteristic equation above for the roots  . Hint: you may need to solve by factoring or by using the quad.....
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MATH 270 Week 7 iLab .....
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