Quiz about Intro a las raíces. Prof Jiménez.

Question 1

El resultado de

$$-\ \sqrt[]{\frac{25}{36}}$$ es:

Accepted Answer

$$-\ \frac{5}{6}$$

Answer

5 y 6

Answer

$$\frac{5}{6}$$

Answer

-5 y -6

Question 2

El resultado final de $$\left(\sqrt[]{18}\right)\left(\sqrt[]{2}\right)$$ es:

Accepted Answer

6

Answer

36

Answer

$$\sqrt[]{36}$$

Answer

-6

Question 3

El resultado de $$\left(-\ \sqrt[]{3}\right)\left(-\ \sqrt[]{4}\right)$$ es

Accepted Answer

$$\sqrt[]{12}$$

Answer

12

Answer

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

Answer

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

Question 4

$$-\ \sqrt[]{10}\ >\sqrt[]{3}$$

Accepted Answer

Option A is correct

Answer

B.

Question 5

$$El\ número\ 3\pi\ es\ irracional.$$

Accepted Answer

Option A is correct

Answer

B.

Question 6

$$\sqrt[]{144}$$

Accepted Answer

12

Answer

10

Answer

11

Answer

13

Question 7

$$-\ \sqrt[]{121}$$

Accepted Answer

-11

Answer

11

Answer

10

Answer

12

Question 8

$$\sqrt[]{100}$$

Accepted Answer

10

Answer

50

Answer

20

Answer

-10

Question 9

$$\sqrt[]{169}$$

Accepted Answer

13

Answer

-13

Answer

31

Answer

14

Question 10

$$\left(-\ \sqrt[]{27}\right)\left(\sqrt[]{3}\right)$$

Accepted Answer

-9

Answer

9

Answer

13

Answer

-7

Question 11

$$\sqrt[]{\frac{121}{225}}$$

Accepted Answer

$$\frac{11}{15}$$

Answer

11

Answer

$$-\ \frac{11}{15}$$

Answer

Ninguna es verdadera

Question 12

$$\sqrt[]{7}\ <\ \sqrt[]{6}$$

Accepted Answer

Option B is correct

Answer

A.

Question 13

$$-\ \sqrt[]{196}$$

Accepted Answer

-14

Answer

14

Answer

13

Answer

12

Question 14

$$\frac{2}{5}\ es\ un\ número.\ .\ .$$

Accepted Answer

Racional

Answer

Irracional

Answer

Decimal Infinito

Question 15

$$\left(\sqrt[]{16}\right)\left(-\ \sqrt[]{4}\right)$$

Accepted Answer

-8

Answer

8

Answer

2

Answer

16

Question 16

$$\left(\sqrt[]{5}\right)\left(\sqrt[]{20}\right)$$

Accepted Answer

10

Answer

100

Answer

-12

Answer

-10

Question 17

$$\sqrt[]{256}$$

Accepted Answer

16

Answer

14

Answer

15

Answer

13

Question 18

$$\sqrt[]{\frac{9}{25}}$$

Accepted Answer

$$\frac{3}{ ext{5}}$$

Answer

$$-\frac{1}{2}$$

Answer

$$\frac{7}{6}$$

Answer

$$\frac{8}{7}$$

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