Question

Find the smallest number to be added to 3333 ro make it a perfect cube​

Answer 1

Answer:42

Step-by-step explanation:3375 is a cube number

3375-333=42

(Probably the question in hitchhiker’s guide to the galaxy)

Answer 2

The smallest number is 42 which added to 3333 and makes it perfect cube

Step-by-step explanation:

Given:a number 3333

It is a four digit number.

This number lies in between 2744 and 3375.

2744=$14\times 14\times 14=(14)^3$

$3375=15\times 15\times 15=(15)^3$

$(14)^3<3333<(15)^3$

$2744<3333<3375$

Therefore, difference between 3333 and 3375

3375-3333=42

When 42  to be added to 3333 then it becomes a perfect cube.

Therefore, 42 is the smallest number which added to 3333 and makes it perfect cube.

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