Quiz about SEGUNDO FINAL MATEMÁTICAS 9A 9B

Question 1

CALCULAR EL RESULTADO FINAL DE LAS OPERACIONES DE LOS SIGUIENTES LOGARITMOS:

$$\log_{10}100\ \ +\log_216\ \ +\ \log_416\ \ -\log_5125\ +\log_3243$$

Accepted Answer

11

Answer

13

Answer

-4

Answer

7

Question 2

CALCULE EL RESULTADO FINAL DE LAS OPERACIONES DE LOS SIGUIENTES LOGARITMOS:

$$\log_{10}100\ \ +\log_216\ \ +\ \log_416\ \ -\log_5125\ +\log_3243$$

Accepted Answer

10

Answer

13

Answer

-4

Answer

7

Question 3

EXPRESAR EL SIGUIENTE LOGARITMO EN FORMA DE EXPONENTE $$\log_xy=7$$

Accepted Answer

$$X^7=Y$$

Answer

$$7^X=Y$$

Answer

$$X\ +Y=7$$

Answer

$$X.Y=7$$

Question 4

EXPRESAR LA SIGUIENTE POTENCIA EN FORMA DE LOGARITMOS

$$2^4\ =16$$

Accepted Answer

$$\log_216\ =4$$

Answer

$$\log_24\ =16$$

Answer

$$\log_42\ =16$$

Answer

$$\log_{16}2\ =4$$

Question 5

EXPRESAR COMO POTENCIA LA SIGUIENTE RAIZ: $$\sqrt[5]{M^3}$$

Accepted Answer

$$M^{\frac{3}{5}}$$

Answer

$$3^{\frac{M}{5}}$$

Answer

$$M^{\frac{5}{3}}$$

Answer

$$3^{\frac{5}{M}}$$

Question 6

EL MCM DE $$\sqrt[]{2M}\ \ ,\ \ \sqrt[3]{N^4}\ \ ,\ \ \sqrt[4]{P^3}$$ ES:

Accepted Answer

12

Answer

3

Answer

4

Answer

6

Question 7

TENIENDO EN CUENTA EL RADICAL $$\sqrt[4]{M^5}$$ , UN RADICAL EQUIVALENTE ES:

Accepted Answer

$$\sqrt[8]{M^{10}}$$

Answer

$$\sqrt[8]{M^5}$$

Answer

$$\sqrt[5]{M^{10}}$$

Answer

$$\sqrt[16]{M^{10}}$$

Question 8

EL RADICAL QUE EXPRESA LA POTENCIA: $$M^{\frac{4}{7}}$$ ES:

Accepted Answer

$$\sqrt[7]{M^4}$$

Answer

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

Answer

$$\sqrt[]{M^4}$$

Answer

$$\sqrt[4]{M^7}$$

Question 9

LA COORDENADA $$4\degree,\ 30^{\iota}\ ,\ \ 7^{\iota\iota}$$ EN SEGUNDOS EQUIVALE A:

Accepted Answer

16207"

Answer

13207"

Answer

22207"

Answer

10207"

SEGUNDO FINAL MATEMÁTICAS 9A 9B

25 questions

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