Quiz about SEMINARIO 3

Question 1

Reducir: $$\sqrt[]{3\ +2\sqrt[]{2}}$$

Accepted Answer

$$\sqrt[]{2}+\ 1$$

Answer

$$\sqrt[]{5}-\ 1$$

Answer

$$\sqrt[]{3}+\ 1$$

Answer

$$\sqrt[]{6}-\ 1$$

Question 2

Reducir: $$\sqrt[]{7\ +2\sqrt[]{10}}$$

Accepted Answer

$$\sqrt[]{5}+\sqrt[]{2}$$

Answer

$$\sqrt[]{7}+\ \sqrt[]{3}$$

Answer

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

Answer

$$\sqrt[]{6}+\ 1$$

Question 3

Reducir: $$\sqrt[]{11\ +2\sqrt[]{30}}$$

Accepted Answer

$$\sqrt[]{6}+\ \sqrt[]{5}$$

Answer

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

Answer

$$\sqrt[]{7}+2$$

Answer

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

Question 4

Reducir: $$\sqrt[]{13\ -2\sqrt[]{42}}$$

Accepted Answer

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

Answer

$$\sqrt[]{6}-\ \sqrt[]{11}$$

Answer

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

Answer

$$\sqrt[]{11}-\sqrt[]{2}$$

Question 5

Reducir: $$\sqrt[]{19\ -2\sqrt[]{78}}$$

Accepted Answer

$$\sqrt[]{13}-\ \sqrt[]{6}$$

Answer

$$\sqrt[]{14}-\ \sqrt[]{5}$$

Answer

$$\sqrt[]{11}-\ \sqrt[]{8}$$

Answer

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

Question 6

Reducir: $$\sqrt[]{19\ +2\sqrt[]{78}}$$

Accepted Answer

$$\sqrt[]{13}+\sqrt[]{6}$$

Answer

$$\sqrt[]{13}-\ \sqrt[]{6}$$

Answer

$$\sqrt[]{14}-\ \sqrt[]{5}$$

Answer

$$\sqrt[]{11}-\ \sqrt[]{8}$$

Question 7

Reducir: $$\sqrt[]{42\ +2\sqrt[]{440}}$$

Accepted Answer

$$\sqrt[]{22}+\ \sqrt[]{20}$$

Answer

$$\sqrt[]{22}-\ \sqrt[]{20}$$

Answer

$$\sqrt[]{26}+\ \sqrt[]{16}$$

Answer

$$\sqrt[]{27}-7$$

Question 8

Reducir: $$\sqrt[]{16\ +2\sqrt[]{55}}$$

Accepted Answer

$$\sqrt[]{11}+\ \sqrt[]{5}$$

Answer

$$\sqrt[]{14}-\ \sqrt[]{7}$$

Answer

$$\sqrt[]{10}+\ \sqrt[]{6}$$

Answer

$$\sqrt[]{13}-\sqrt[]{3}$$

Question 9

Reducir: $$\sqrt[]{23\ +2\sqrt[]{120}}$$

Accepted Answer

$$\sqrt[]{15}+\sqrt[]{8}$$

Answer

$$\sqrt[]{16}-\ \sqrt[]{7}$$

Answer

$$\sqrt[]{19}+\ \sqrt[]{4}$$

Answer

$$\sqrt[]{16}+\ \sqrt[]{7}$$

Question 10

Reducir: $$\sqrt[]{23\ -2\sqrt[]{120}}$$

Accepted Answer

$$\sqrt[]{15}-\sqrt[]{8}$$

Answer

$$\sqrt[]{16}-\ \sqrt[]{7}$$

Answer

$$\sqrt[]{15}+\ \sqrt[]{8}$$

Answer

$$\sqrt[]{16}+\ \sqrt[]{7}$$

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