Example: What is the **Cube root of 125**? Well, we just happen to know that **125** = 5 × 5 × 5 (if you use 5 three times in a multiplication you will get **125**)

**Click to explore further. Also, what is the formula of cube root?**

The **cube root formula** is used to give the **cube root** value of any number. To recall, the **cube** of any number is found by multiplying the number three times. For example, 5 × 5 × 5 = 125. Now, the **cube root formula** is the vice versa of the **cube formula**.

Solution:

**Furthermore, what is the value of 125 cube root? Well, we just happen to know that 125 = 5 × 5 × 5 (if you use 5 three times in a multiplication you will get 125)**

Then, how do you find the cube root of 8?

## IS 125 a perfect square?

Is **125 a perfect square** number? A number is a **perfect square** (or a **square** number) if its **square** root is an integer; that is to say, it is the product of an integer with itself. Here, the **square** root of **125** is about 11.180. Thus, the **square** root of **125** is not an integer, and therefore **125** is not a **square** number.

How do you calculate a cube?

To find the case **cube** of a box in **cubic** feet, first measure its length, width, and height in inches. Next, multiply all 3 figures together, then divide the result by 1728 to get your case **cube** measurement in **cubic** feet.

### What are the three cube roots of 27?

**cube root of 27**is 3. because 3*3*3=

**27**.

**Cubes From 0^3 to 6^3**

- cubed =1^3= 1 × 1 × 1=1.
- cubed =2^3 = 2 × 2 × 2=8.
- cubed =3^3= 3 × 3 × 3=27.
- cubed =4^3= 4 × 4 × 4=64.
- cubed =5^3= 5 × 5 × 5=125.
- cubed =6^3= 6 × 6 × 6=216.

### What times what gives you 125?

In other words, a cube root calculator finds the value that, when multiplied by itself 3 **times**, **gives** the number **you** started with. For example, the cube root of **125** is 5, because 5 **times** 5 **times** 5 equals **125**.

### What to the third power is 125?

But 5 to the **third power**, 5 times itself three times, is equal to– well, 5 times 5 is 25, and then 25 times 5 is **125**, so this is equal to **125**.

### What is the cube root of a number?

A **cube root** is a special value that when multiplied three times gives you your desired **number**. A perfect **cube** is a **cube** of a whole **number**.

### What is the cube of 4?

Formula **for** finding **cube** ( n^3=n×n×n) and as per your question -: **cube of 4** is **4**×**4**×**4**=64.

### What is a cube root function?

A square **root function** is a **function** with the variable under the square **root**. Similarly, a **cube root function** is a **function** with the variable under the **cube root**.

### How do you estimate cube roots?

**cube root**of a number makes that number

When a number is **cubed**, you take that number to the 3rd power (in other words, multiply that number by itself 3 times). For example, 8 **cubed** is 83=8×8×8=512. Because of this, you could also say that 8 is the **cube root** of 512, or that 3√512=8.

### What does 4 squared look like?

The square of **4 is** 4×4. To show that a number **is squared**, a small 2 **is** placed to the top right of the number. These signs are the same as saying “3 **squared**, **4 squared**, and x **squared**.” This **is** also called a superscript or the power of the number.

### What is the cube of 2?

Number x | Square x^{2} | Cube x^{3} |
---|---|---|

2 | 4 | 8 |

3 | 9 | 27 |

4 | 16 | 64 |

5 | 25 | 125 |

### How do you find the cubed root of 7?

To get the real **cube root** of any nonzero real number n, first guess a rough value for it(you may take it as 2 for the **cube root of 7**, since the **cube** of 2 is 8) and use the above method to find a **root**? of the **equation**: f(x)=x^3 – m=0. x_(n+1) = [2(x_n)^3 +m]/3(x_n)^2.

### What happens when you square a cube root?

**Cube root** of any value x means the power of or exponent of 1/3 of x. if **you square** it, the power of a power is multiplied according to exponent laws. **Square root** of any value x means the power of or exponent of 1/2 of x.