Question

What is the least decimal value that should be added to 0.000510 to make it a perfect cube?​

Answer 1

Answer:

0.000002

Step-by-step explanation:

as it will becone 0.000512 which is a perfect cube of 8

8*8*8 =512

Answer 2

Answer:

The least decimal value that should be  added to 0.000510 to make it a perfect cube is ⇒ 0.999490

Step-by-step explanation:

As the given  data,

Step 1: Finding the cube root of 0.000510

The cube root of 0.000510 is approximately 0.008238

(which can be calculate using a scientific calculator)

Step 2: Now,Finding the [next ]highest integer

Since we want to add a decimal value to 0.000510, we need to find the next biggest/higest integer cube after 0.008238

So, in this scenario, the [next ]highest integer cube is 1^3 = 1≅1

Step 3: Now, we've to subtracting the cube of the cube root from the [next ]highest integer

We now need to subtract the cube of the cube root from the next highest integer cube

This gives us:   1 - 0.000510 = 0.999490

∴ The least decimal value that should be added to 0.000510 to make it a perfect cube is 0.999490

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