Power Function Oddity
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07-22-2019, 08:14 PM
(This post was last modified: 07-22-2019 08:15 PM by DA74254.)
Post: #3
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RE: Power Function Oddity
Hmm, let me edit my answer a little.
Both *may* be correct. Depending on how you "set up" your expression. By ^4 for each intermediate calculation, you get a first level exponetiation, whereas, if you "stack" the ^4's you'll get a really high number. Your latter answer would be 4^4=256^4=4294967296^4=340282366920938463463374607431768211456. But the "stacking would equal 4^134078079299425970995740249982058461274793658205923933777235614437217640\ 300735469768018742981669034276900318581864860508537538828119465699464336490060\ 84096 Edit: Here's the link to WA: https://www.wolframalpha.com/input/?i=4%5E4%5E4%5E4 Esben 15C CE, 28s, 35s, 49G+, 50G, Prime G2 HW D, SwissMicros DM32, DM42, DM42n, WP43 Pilot Elektronika MK-52 & MK-61 |
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Messages In This Thread |
Power Function Oddity - Eddie W. Shore - 07-22-2019, 07:37 PM
RE: Power Function Oddity - DA74254 - 07-22-2019, 08:03 PM
RE: Power Function Oddity - DA74254 - 07-22-2019 08:14 PM
RE: Power Function Oddity - Albert Chan - 07-22-2019, 08:35 PM
RE: Power Function Oddity - toml_12953 - 07-23-2019, 12:11 AM
RE: Power Function Oddity - Carlos295pz - 07-23-2019, 05:54 AM
RE: Power Function Oddity - ijabbott - 07-23-2019, 07:40 AM
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