Here is the

**Shortcut method to find the cube root of a number**quickly and easily in seconds.
Calculating cube root of a large number containing 4,5 or 6 or more digits is sometimes a very tedious task to do when you have to calculate. But if you learn the

**shortcut trick of calculating cube root**given below (**cube root shortcut trick**), then you can quickly and easily solve the cube root questions and find the cube root of any number in seconds.
Please note that there is no formula you have to remember for finding the cube root of a number. you just have to learn the trick provided below and Practice using the questions given below through COMMENTS.

We are now going to have a look at the simplest &

**fastest way of calculating the cube root of a number**in this article.
In this

**shortcut trick to find the cube root of a number**, we have to remember cubes of numbers up to 9 on our fingertips as it will help you to find the answer quickly in seconds.**AWESOME SHORTCUT TRICKS**GIVEN IN TRICKS OR SITEMAP TAB ON TOP OF THE SITE MERIVIEW.IN

Here is Shortcut trick to find cube root of a number quickly
in seconds:

The main point is to memorize the cubes of 1 to 9 and
remember their unit’s place number. These will help in solving the cube roots
of a number. Here is the table of cubes of number up to 9 for your convenience.

Table of cubes of numbers up to 9.

1 –> 1

2 –> 8

3 –> 27

4 –> 64

5 –> 125

6 –> 216

7 –> 343

8 –> 512

9 –> 729

Since you have remembered the cubes of first 9 natural
numbers and their unit digits, now you can easily calculate cube root of numbers
quickly and easily.

Below is an example.

Find the cube root of 474552?

Solution:

step 1. Divide the number in 2 parts i.e. 474 (first part) and
552 (second part) starting from right side of given number. (if there are 5
digits in given number, then we will divide it as last 3 numbers as 1

^{st}part and starting 2 numbers as part 2)
Step 2. find the largest cube contained in the first part
but that cube should be smaller than the first part (nearest smaller or equal)
i.e. 474’s nearest cube which is smaller than 474 is cube of 7=343. Now ten’s
part of cube root of 474552 is 7.

Step 3. Now take part second. See the last digit of the 2

^{nd}part and match it with table to see which number’s cube had 2 as the last digit (unit place digit). Since 512 is the number which has 2 in its unit’s place and 512 is cube of 8. Hence 8 is the number which should be at unit’s place.
So our cube root of number 474552 becomes 78.

Let us take another example.

Calculate the cube root of 17576.

Here is the solution to the above problem.

Step 1. Divide in two parts i.e. 17 (1

^{st}part- it will determine ten’s place)and 576 (it will determine unit’s place).
Step 2. In first part, the largest cube less than 17 is 8 (which
is cube of 2). So, ten’s digit of the cube root of 17576 is 2.

Step 3. In Part 2, the ending digit is 6. Hence, unit’s
digit is 6. So, unit’s digit of the cube root of 17576 is 6.

So putting ten’s digit and unit’s digit together, we get 26 as
the answer.

You should practice this cube root shortcut trick with just
a bit of practice you can easily solve cube root of numbers quickly in seconds.

Now practice by yourself the above given cube root shortcut
trick and find the answer to the following questions.

Find the cube root of the following numbers:

1. 42875

2. 238328

3. 3375

4. 373248

If you have learned the cube root shortcut trick (how to
find cube root of numbers quickly), then POST YOUR ANSWER IN THE COMMENTS by solving through above given trick and then match it using normal calculation.

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