Between what two consecutive integers do $root3(60)$ lie?

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Answer 1 · 2018-04-08T17:18:20

3 and 4

Let's find the perfect cubes that are closest to 60

$3^3=27$

$4^3=64$

$root3(27)=3$

$root3(64)=4$

$root3(60)$ is between $root3(27)$ and $root3(64)$ . Therefore it is between 3 and 4

Between what two consecutive integers do root3(60)root3(60) lie?