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Identify radical function from the equation

Which of following is not a radical equation?

$x^2+x+2$

$\frac{1}{\sqrt{x}}$

$\sqrt{x^2+12}$

Which of the following represents radical equation?

$\frac{1}{x}$

$\sin\sin(x)$

$\sqrt{x^2-4}$

Which of the following represents radical equation?

$x+2\log⁡(x)$

$\tan\tan(x)$

$\sqrt{3x-9}$

Fill in the blank:
The function $y=\sqrt{x^2-x+5}$ is example of a_____.

Quadrat function

Radical function

Linear function

$Consider\ f(x)=\sqrt{x+5}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)=2x^3.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)=\ x\ ^2.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)\ =\sqrt[3]{x-1}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)\ =\sqrt{x+1}\ .\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)=\sqrt{x-10}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

Questions

Time

Score

Identify radical function from the equation

Which of following is not a radical equation?

$x^2+x+2$

$\frac{1}{\sqrt{x}}$

$\sqrt{x^2+12}$

Which of the following represents radical equation?

$\frac{1}{x}$

$\sin\sin(x)$

$\sqrt{x^2-4}$

Which of the following represents radical equation?

$x+2\log⁡(x)$

$\tan\tan(x)$

$\sqrt{3x-9}$

Fill in the blank:
The function $y=\sqrt{x^2-x+5}$ is example of a_____.

Quadrat function

Radical function

Linear function

$Consider\ f(x)=\sqrt{x+5}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)=2x^3.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)=\ x\ ^2.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)\ =\sqrt[3]{x-1}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)\ =\sqrt{x+1}\ .\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

$Consider\ f(x)=\sqrt{x-10}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

Radical function

Not Radical function

Incorrect

Great!

Questions

Time

Score

Identify radical function from the equation

Which of following is not a radical equation?

﻿x2+x+2x^2+x+2x2+x+2﻿

﻿1x\frac{1}{\sqrt{x}}x​1​﻿

﻿x2+12\sqrt{x^2+12}x2+12​﻿

Which of the following represents radical equation?

﻿1x\frac{1}{x}x1​﻿

﻿sin⁡sin⁡(x)\sin\sin(x)sinsin(x)﻿

﻿x2−4\sqrt{x^2-4}x2−4​﻿

Which of the following represents radical equation?

﻿x+2log⁡⁡(x)x+2\log⁡(x)x+2log⁡(x)﻿

﻿tan⁡tan⁡(x)\tan\tan(x)tantan(x)﻿

﻿3x−9\sqrt{3x-9}3x−9​﻿

Fill in the blank: The function ﻿y=x2−x+5y=\sqrt{x^2-x+5}y=x2−x+5​﻿ is example of a_____.

Quadrat function

Radical function

Linear function

﻿Consider f(x)=x+5. Does the function represent a radical function ?Consider\ f(x)=\sqrt{x+5}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?Consider f(x)=x+5​. Does the function represent a radical function ?﻿

Radical function

Not Radical function

﻿Consider f(x)=2x3. Does the function represent a radical function ?Consider\ f(x)=2x^3.\ Does\ the\ function\ represent\ a\ radical\ function\ ?Consider f(x)=2x3. Does the function represent a radical function ?﻿

Radical function

Not Radical function

﻿Consider f(x)= x 2. Does the function represent a radical function ?Consider\ f(x)=\ x\ ^2.\ Does\ the\ function\ represent\ a\ radical\ function\ ?Consider f(x)= x 2. Does the function represent a radical function ?﻿

Radical function

Not Radical function

﻿Consider f(x) =x−13. Does the function represent a radical function ?Consider\ f(x)\ =\sqrt[3]{x-1}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?Consider f(x) =3x−1​. Does the function represent a radical function ?﻿

Radical function

Not Radical function

﻿Consider f(x) =x+1 . Does the function represent a radical function ?Consider\ f(x)\ =\sqrt{x+1}\ .\ Does\ the\ function\ represent\ a\ radical\ function\ ?Consider f(x) =x+1​ . Does the function represent a radical function ?﻿

Radical function

Not Radical function

﻿Consider f(x)=x−10. Does the function represent a radical function ?Consider\ f(x)=\sqrt{x-10}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?Consider f(x)=x−10​. Does the function represent a radical function ?﻿

Radical function

Not Radical function

Incorrect

Great!

$x^2+x+2$

$\frac{1}{\sqrt{x}}$

$\sqrt{x^2+12}$

$\frac{1}{x}$

$\sin\sin(x)$

$\sqrt{x^2-4}$

$x+2\log⁡(x)$

$\tan\tan(x)$

$\sqrt{3x-9}$

Fill in the blank:
The function $y=\sqrt{x^2-x+5}$ is example of a_____.

$Consider\ f(x)=\sqrt{x+5}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

$Consider\ f(x)=2x^3.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

$Consider\ f(x)=\ x\ ^2.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

$Consider\ f(x)\ =\sqrt[3]{x-1}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

$Consider\ f(x)\ =\sqrt{x+1}\ .\ Does\ the\ function\ represent\ a\ radical\ function\ ?$

$Consider\ f(x)=\sqrt{x-10}.\ Does\ the\ function\ represent\ a\ radical\ function\ ?$