There is a process of extracting the cube root of any number expressed as a decimal fraction. They will be used in the steps of calculating the cube roots. The cube root of any number is denoted with the symbol ∛. 8, then cube root will have unit digit as 2. To find the cube root of a number, easily, we can use the prime factorisation method. Notice that the symbol for cube root is the radical sign with a small three (called the index) above and to the left . this can drain you of your precious time. In general terms, the cube root of a number is identified by a number that multiplied by itself thrice gives you the cube root of that number. In other words, to find the cube root of 8, you want to find the number that when multiplied by itself twice gives you 8. You need a few preliminary facts: 1. Cube root of a number gives a value, which results in the original number when multiplied by itself thrice. 3375 ends with 5, which is an odd number, so 2 is not a factor of 3375. To check if 3 is a factor of a number, sum the digits of the number and divide the sum by 3. 3 cubed is 27, so the cube root of 27 is 3 Let's go with. Let's make up a cubic of this form with one root we know, say #x=2.# #8 + 6p = 2q # We'll skip #p=-1, q=1# because #q^2+p^3# isn't negative. But this method is applicable only for perfect cubes. Cube Root. When you’re giving a time-bound exam like CAT, CMAT, CET, NMAT, etc. 2, then cube root will have unit digit as 8. b. It is denoted by the symbol ‘ 3 √’. To Find out cube root is very difficult and complex matter, but here we are sharing some easy tricks to find out a cube root in a very simple way. The process is similar to long division. We see the cube root of a square root of what is often a negative number, so the cube root of a complex number in rectangular form. Find the cube root of 3375. Remember the conclusions of the above observations. Let us discuss through an example: Find the cube root of a number 59319. To find square root or cube root of a number is not an easy task. Method to calculate cube roots of definite Cube numbers. Express 3375 as a product of prime factors. Let us check for 3. A cube root goes the other direction:. The cubes of the digits 1 to 9: 1,8,27,64,125,216,343,512,729 2. We will follow the same steps as in the above example. Cube Root of a number can be obtained by doing the inverse operation of calculating cube. The cube root of 8, then, is 2, because 2 × 2 × 2 = 8. Step 1. This is a worse deal when finding square or cube root is only part of a bigger problem, like in Data Interpretation or Compound Interest problems in Quantitative Aptitude.

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