fractional indices
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#3
(Original post by fubu_05)
could u show me how to do: 1/4^1/2 and (0.064)^1/3
could u show me how to do: 1/4^1/2 and (0.064)^1/3
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(Original post by ZJuwelH)
Something to the power of 1/n is the nth root of the something. 1/4^1/2 is the square root of 1/4
Something to the power of 1/n is the nth root of the something. 1/4^1/2 is the square root of 1/4
yeh i no tha but isnt there a non calc method
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#6
(Original post by fubu_05)
yeh i no tha but isnt there a non calc method
yeh i no tha but isnt there a non calc method
You can of course compare 0.4^3 with 4^3, in the latter you get the result of 64 which is sort of similar to what you were asked.
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#7
(Original post by ZJuwelH)
Something to the power of 1/n is the nth root of the something. 1/4^1/2 is the square root of 1/4
Something to the power of 1/n is the nth root of the something. 1/4^1/2 is the square root of 1/4
(1/2 *1/2 = 1/4)
as for 0.064^1/3 convert decimal to fraction 64/1000 and cube root
0.064^1/3 = 4/10
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#8
(Original post by fubu_05)
could u show me how to do: 1/4^1/2 and (0.064)^1/3
could u show me how to do: 1/4^1/2 and (0.064)^1/3
(0.064)^1/3=2.5
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#9
(Original post by fubu_05)
could u show me how to do: 1/4^1/2 and (0.064)^1/3
could u show me how to do: 1/4^1/2 and (0.064)^1/3
X^1/2 = 1/(square root X)
Anything raised to a third is one over cube root of X. e.g.
X^1/3 = 1/(cube root of X)
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#10
(Original post by Bhaal85)
1/4^1/2 = 1/2
(0.064)^1/3=2.5
1/4^1/2 = 1/2
(0.064)^1/3=2.5
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#11
(Original post by Bhaal85)
anything raised to a half is one over the square root of X. e.g
X^1/2 = 1/(square root X)
Anything raised to a third is one over cube root of X. e.g.
X^1/3 = 1/(cube root of X)
anything raised to a half is one over the square root of X. e.g
X^1/2 = 1/(square root X)
Anything raised to a third is one over cube root of X. e.g.
X^1/3 = 1/(cube root of X)
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#13
(Original post by ZJuwelH)
Wrong Bhaal, you only do 1/ if the power is negative...
Wrong Bhaal, you only do 1/ if the power is negative...
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