Question

state the order of surds
$\sqrt[3]{}5$
$\sqrt{101}$
$\sqrt[4]{29}$
$\sqrt[7]{4 {}^{3} }$
​

Answer 1

Step-by-step explanation:

Is it possible to type a radical of a square root equation as \sqrt{} with any number inside the bracket? I looked up how to do it but there were only these answers with advanced LaTeX that I don't understand

Answer 2

Answer:

Step-by-step explanation:

$\sqrt[3]{5}$ ≈ 1.71

$\sqrt{101}$ ≈ 10.05

$\sqrt[4]{29}$ ≈ 2.32

$\sqrt[7]{64}$ ≈ 1.81

From least to greatest:

$\sqrt[3]{5}$ , $\sqrt[7]{64}$ , $\sqrt[4]{29}$ , $\sqrt{101}$