Quiz about Right Triangles

Question 1

In the figure, find x.

Accepted Answer

$$2\sqrt[]{2}$$

Answer

$$2$$

Answer

$$2\sqrt[]{3}$$

Answer

$$4$$

Question 2

In the figure, find x.

Accepted Answer

$$3\sqrt[]{2}$$

Answer

$$6$$

Answer

$$3\sqrt[]{3}$$

Answer

$$2\sqrt[]{3}$$

Question 3

In the figure, find x.

Accepted Answer

$$3\sqrt[]{2}$$

Answer

$$3$$

Answer

$$2\sqrt[]{3}$$

Answer

$$2$$

Question 4

In the figure, find x.

Accepted Answer

$$2\sqrt[]{2}$$

Answer

$$2$$

Answer

$$4\sqrt[]{2}$$

Answer

$$2\sqrt[]{3}$$

Question 5

In the figure, if $$x=2\sqrt[]{3}$$ , $$y$$ is equal to

Accepted Answer

$$2\sqrt[]{6}$$

Answer

$$4\sqrt[]{3}$$

Answer

$$6\sqrt[]{3}$$

Answer

$$6$$

Question 6

In the figure, if $$z=2$$ , $$y$$ is equal to

Accepted Answer

$$4$$

Answer

$$2\sqrt[]{2}$$

Answer

$$2\sqrt[]{3}$$

Answer

$$6$$

Question 7

In the figure, if $$z=2\sqrt[]{2}$$ , $$y$$ is equal to

Accepted Answer

$$4\sqrt[]{2}$$

Answer

$$4$$

Answer

$$2\sqrt[]{6}$$

Answer

$$2\sqrt[]{3}$$

Question 8

In the figure, if $$z=2$$ , $$x$$ is equal to

Accepted Answer

$$2\sqrt[]{3}$$

Answer

$$4$$

Answer

$$2\sqrt[]{2}$$

Answer

$$6$$

Question 9

In the figure, if $$z=2\sqrt[]{3}$$ , $$x$$ is equal to

Accepted Answer

$$6$$

Answer

$$4\sqrt[]{3}$$

Answer

$$2\sqrt[]{6}$$

Answer

$$6\sqrt[]{3}$$

Question 10

In the figure, if $$z=6$$ , $$y$$ is equal to

Accepted Answer

$$3$$

Answer

$$2\sqrt[]{3}$$

Answer

$$3\sqrt[]{3}$$

Answer

$$3\sqrt[]{2}$$

Question 11

In the figure, if $$z=2\sqrt[]{2}$$ , $$y$$ is equal to

Accepted Answer

$$\sqrt[]{2}$$

Answer

$$\sqrt[]{3}$$

Answer

$$2$$

Answer

$$3$$

Question 12

In the figure, if $$x=2\sqrt[]{6}$$ , $$y$$ is equal to

Accepted Answer

$$2\sqrt[]{2}$$

Answer

$$\sqrt[]{6}$$

Answer

$$2\sqrt[]{3}$$

Answer

$$3\sqrt[]{2}$$

Question 13

In the figure, if $$x=12$$ , $$y$$ is equal to

Accepted Answer

$$4\sqrt[]{3}$$

Answer

$$6$$

Answer

$$6\sqrt[]{2}$$

Answer

$$6\sqrt[]{3}$$

Question 14

In the figure, if $$x=6\sqrt[]{3}$$ , $$z$$ is equal to

Accepted Answer

$$12$$

Answer

$$12\sqrt[]{3}$$

Answer

$$6\sqrt[]{6}$$

Answer

$$12\sqrt[]{2}$$

Question 15

In the figure, if $$z=12$$ , $$x$$ is equal to

Accepted Answer

$$6\sqrt[]{3}$$

Answer

$$6$$

Answer

$$8\sqrt[]{3}$$

Answer

$$6\sqrt[]{2}$$

Right Triangles

30 questions

In the given figure, find x. (Input the number only.)

Longer leg of 3-4-5 right triangle.

In the given figure, find x. (Input the number only.)

Shorter leg of 3-4-5 right triangle multiple of 2 --> 6-8-10.

In the given figure, find x. (Input the number only.)

Hypotenuse of 3-4-5 right triangle multiple of 3 --> 9-12-15.

In the given figure, find x. (Input the number only.)

Shorter leg of 3-4-5 right triangle multiple of 4 --> 12-16-20.

In the given figure, find x. (Input the number only.)

Hypotenuse of 5-12-13 right triangle.

In the given figure, find x. (Input the number only.)

Longer leg of 5-12-13 right triangle multiple of 2 --> 10-24-26.

In the given figure, find x. (Input the number only.)

Shorter leg of 5-12-13 right triangle multiple of 5 --> 25-60-65.

In the given figure, find x. (Input the number only.)

Hypotenuse of 7-24-25 right triangle.

In the given figure, find x. (Input the number only.)

Longer leg of 7-24-25 right triangle multiple of 2 --> 14-48-50.

In the given figure, find x. (Input the number only.)

Hypotenuse of 20-21-29 right triangle.

Create a free account and access millions of resources

Similar Resources on Wayground

Popular Resources on Wayground

Discover more resources for Mathematics