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Re: If a=(2^3)(4^3)(5^9) and b=(4^6)(5^6)(6^9), then which of [#permalink]
I thinks its D

The equation (ab)^1/3 = (2^10)(3^3)(5^5)

a. (2^7)(5^5)(6^3) = (2^10)(3^3)(5^5)----Same
b. (2)(4^3)(5^5)(6^3) = (2^10)(3^3)(5^5)----Same
c. (2^10)(3^3)(5^5) = (2^10)(3^3)(5^5)----Same
d. (2^12)(5^5)(6) = (2^13)(3)(5^5) ------------This is lower than (ab)^1/3 Hence the answer
e. (2^6)(5^3)(6^7) = (2^13)(3^7)(5^3)
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Re: If a=(2^3)(4^3)(5^9) and b=(4^6)(5^6)(6^9), then which of [#permalink]
D is the lowest.

c. (2^10)(3^3)(5^5)
d. (2^12)(5^5)(6) = 2^12 * 5^5 * 2 * 3 = (2^3/3^2) * (2^10 * 5^5 * 3^3) = (8/9) * (2^10 * 5^5 * 3^3)



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Re: If a=(2^3)(4^3)(5^9) and b=(4^6)(5^6)(6^9), then which of [#permalink]
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