What Is 8.06 In Radical Form

July 19, 2022

What is 8.06 in radical form

Answer:

The answer to this question is $\sqrt{65}$ .

Step-by-step explanation:

To solve this problem, we just need to understand what radical is. A radical is an expression that uses a root (for example square root, cube root, etc.) or in short, the inverse of exponent. Thus, the solution for this problem goes like this:

If you want to get the square root:

$8.06^2 = 64.96 = 65$ , thus the radical should be $\sqrt{65}$ .

If you want to get the cube root:

$8.06^3 = 523.61 = 524$ , thus the radical should be $\sqrt3{524}$ .

If you want to get the fourth root:

$8.06^4 = 4220.27 = 4220$ , thus the radical should be $\sqrt4{4220}$ .

Take note that all of the radicals above can be considered correct but it is common that the lowest radical is the answer. Thus, the radical form should be $\sqrt{65}$ .

If you want to know more about radicals, you may visit the following links:

brainly.ph/question/2023247

brainly.ph/question/1934207

brainly.ph/question/1633897