[SOLVED] Integer to the 1/3 power representation [closed]

asked 2021-10-04 19:24:13 +0100

Str1ien
1 ●1

updated 2021-10-15 12:12:52 +0100

I'm solving a succession problem which involves 24^(1/3), but when I go to compute this it returns it as 2 · 3^(1/3) [I can't upload an image because I have no points my apologies]

    reset()
a=[(24)^(1/3)]
for n in [1..50]:
    a.append((24 + a[n-1])^(1/3))
a[4].show()

Any ideas why this is happening?

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Closed for the following reason the question is answered, right answer was accepted by Str1ien
close date 2021-10-15 12:15:59.760567

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Notice that $24 = 2^3\cdot 3$ and thus $24^{1/3} = 2\cdot 3^{1/3}$ - what is your concern here?

Max Alekseyev ( 2021-10-06 00:36:51 +0100 )edit

I saw yes, but how can I make it just show 24^(1/3)?

Str1ien ( 2021-10-09 11:01:13 +0100 )edit

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[SOLVED] Integer to the 1/3 power representation [closed]

Closed for the following reason the question is answered, right answer was accepted by Str1ien
close date 2021-10-15 12:15:59.760567

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[SOLVED] Integer to the 1/3 power representation [closed] edit

Closed for the following reason the question is answered, right answer was accepted by Str1ien close date 2021-10-15 12:15:59.760567

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1 Answer

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[SOLVED] Integer to the 1/3 power representation [closed]

Closed for the following reason the question is answered, right answer was accepted by Str1ien
close date 2021-10-15 12:15:59.760567