The cube root of 30 lies between

5 and 6

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3 and 4

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4 and 5

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Solution

The correct option is B 3 and 4
The cube of 3 = 27

The cube of 4 = 64

Since 30 lies between 27 & 64 so its cube root must lie between 3 & 4.

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The cube root of $30$ lies between $5$ and $6$ is

The number 30 lies between the cube roots of numbers 5 and 6.

6

7

27 (cos 30^{o} + i sin 30^{o})

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