Transcription of Lecture 26 : Comparison Test
{{id}} {{{paragraph}}}
Example: tourism industry
Lecture 26 : Comparison Test
Comparison Test Example 1 Example 2 Example 3 Example 4 Example 5 Example 6 Limit Comparison Test Example Example Example Example Example ExampleComparison TestIn this section, as we did with improper integrals, we see how to compare aseries (with Positive terms) to a well known series to determine if it convergesor will of course make use of our knowledge ofp-series and geometricseries. Xn=11npconverges forp>1,diverges forp 1. Xn=1arn 1converges if|r|<1,diverges if|r| TestSuppose thatPanandPbnare serieswith positiveterms.(i) IfPbnis convergent andan bnfor alln, thanPanis alsoconvergent.(ii)IfPbnis divergent andan bnfor all n, thenPanis PilkingtonLecture 26 : Comparison TestComparison Test Example 1 Example 2 Example 3 Example 4 Example 5 Example 6 Limit Comparison Test Example Example Example Example Example ExampleComparison TestIn this section, as we did with improper integrals, we see how to compare aseries (with Positive terms) to a well known series to determine if it convergesor will of course make use of our knowledge ofp-series and geometricseries.
Comparison TestExample 1Example 2Example 3Example 4Example 5Example 6Limit Comparison TestExampleExampleExampleExampleExampleExample Comparison Test
Loading..
Information
Domain:
Source:
Link to this page:
Please notify us if you found a problem with this document: