bahrom7893
Harmonic Series...
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bahrom7893
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bahrom7893
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@Zarkon @Pippa @Hero we can continue here.
bahrom7893
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im sorry zarkon, im sure im driving u nuts with these.. a couple more to go and then the computational stuff will begin.
Hero
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I'm not qualified to help you with this, but, you can gladly tell me which book these questions are coming from.
bahrom7893
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btw that part a. It's false right? 1/2 is not less than 1/2
Zarkon
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\[\frac{1}{3}+\frac{1}{4}\ge\frac{1}{4}+\frac{1}{4}=\frac{2}{4}=\frac{1}{2}\]
do the same with the other sets of numbers....use the smallest number from each group toso that it adds to 1/2
bahrom7893
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@Hero Calculus - Single Variable and MultiVariable 5th edition, hughes hallet
@Zarkon ty. what about part b
Hero
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Funny, I have that book
Zarkon
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there are an infinte number of 1/2's you are adding up...therefore the sum is infinity
bahrom7893
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This was 9.3 #46 hero.
Hero
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Zarkon is the OS version of wolfram alpha
bahrom7893
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Two more left Zarkon and I'll hopefully be able to do most of the rest on my own.
bahrom7893
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YES HE IS!
Hero
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And Pippa is funny
bahrom7893
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no she's not
Hero
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I was trying to be nice.
bahrom7893
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i wasn't :/ lol sorry
QuantumTorch
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The series is 1/n, as n approaches infinity, it can never converge.