If x is an integer, which of the following could be x^3?
i) 1.25(10^17)
ii) 12.5(10^-12)
iii) 0.125(10^-12)
This is what I did.
i) 1.25(10^17) = 125(10^15) = [5(10^5)]^3, then x = 500000
ii) 12.5(10^-12) = 125(10^-13) = [5(10^-13/3)]^3, then x = 0.00023207...
iii) 0.125(10^-12) = 125(10^-15) = [5(10^-5)]^3, then x = 0.00005
I answered only i since 0.00005 is not an integer, but the answer key says it is i and iii. Is the answer key wrong or am I missing something?
i) 1.25(10^17)
ii) 12.5(10^-12)
iii) 0.125(10^-12)
This is what I did.
i) 1.25(10^17) = 125(10^15) = [5(10^5)]^3, then x = 500000
ii) 12.5(10^-12) = 125(10^-13) = [5(10^-13/3)]^3, then x = 0.00023207...
iii) 0.125(10^-12) = 125(10^-15) = [5(10^-5)]^3, then x = 0.00005
I answered only i since 0.00005 is not an integer, but the answer key says it is i and iii. Is the answer key wrong or am I missing something?