What is the 5th square root of?
Example of 5th Root of Numbers
| 5th Root of 1 = 1 | Fifth root of 7,776 = 6 |
|---|---|
| Fifth root of 32 = 2 | Fifth root of 7,776 = 7 |
| Fifth root of 243 = 3 | Fifth root of 32,768 = 8 |
| Fifth root of 1,024 = 4 | Fifth root of 59,049 = 9 |
| Fifth root of 3,125 = 5 | Fifth root of 100,000 = 10 |
What is the fifth square root of 243?
3
The fifth root of 243 is 3.
What are the fifth roots of 1?
Fifth Roots Calculator
- Fifth root of 1 is 1.
- Fifth root of 32 is 2.
- Fifth root of 243 is 3.
- Fifth root of 1,024 is 4.
- Fifth root of 3,125 is 5.
- Fifth root of 7,776 is 6.
- Fifth root of 16,807 is 7.
- Fifth root of 32,768 is 8.
What is the value of Root 5?
2.2360
Therefore, the value of root 5 is, √5 = 2.2360… You can find the value of the square root of all the non-perfect square number with the help of the long division method.
What is the 5th root of square of 264?
The square root of 264 is 16.248076809272. The cube root of 264 is 6.4150686599917. The fourth root of 264 is 4.0308903246394 and the fifth root is 3.0501471050777.
What cubed equals 243?
The prime factorization of 243 is 3 × 3 × 3 × 3 × 3, hence, the cube root of 243 in its lowest radical form is expressed as 3 ∛9….Cube Root of 243.
| 1. | What is the Cube Root of 243? |
|---|---|
| 4. | FAQs on Cube Root of 243 |
How do you write the fifth root of 13?
- Fifth root of 13 = (13)^(1/5) (Ans)
- Sixth root of 9 = (9)^(1/6) = (3^2)^(1/6) = (3)^(`1/3) (Ans) [2 x 1/6 = 1/3]
- Square root of 256 = 256^(1/2) = (16^2)^(1/2) = 16 = 2^4 (Ans)
- Cube root of 17 = 17^(1/3) (Ans)
- Eighth root of 100 = 100^(1/8) = (10^2)^(1/8) = 10^(1/4) (Ans)
What is the answer of Root 5?
Therefore, the value of root 5 is, √5 = 2.2360… You can find the value of the square root of all the non-perfect square number with the help of the long division method. This is the old method which gives the exact value of the root of numbers.
How do I make Root 5?
Step 1: On the number line, take 2 units from O and represent the point as A. Step 2: At point A, draw a perpendicular and mark B such that AB = 1 unit. Step 3: Now, with O as the center and OB as radius, draw an arc to cut the number line at C. Step 4: Point C represents √5 on the number line.