Quiz about Simplifying Exponents with Products

Question 1

Solve using the product law of exponents and simplify your answer.

Resolver utilizando la ley de productos de los exponentes y simplifica tu respuesta.

(m)(m⁶)(m^-2)

Accepted Answer

m5

Answer

m-12

Answer

m4

Answer

m9

Question 2

Simplify.

Simplificar.

(x⁴) (x)

Accepted Answer

x5

Answer

2x4

Answer

x

Answer

x4

Question 3

Use the product law to solve. Utilice la ley de productos para resolver. (7^-17)(7^-24)

Accepted Answer

7 -41

Answer

7 -7

Answer

49⁶⁹⁷

Answer

49 -41

Question 4

Solve.

Resolver.

(y⁶)(y^-11)

Accepted Answer

y-5

Answer

y-66

Answer

y5

Answer

y17

Question 5

Simplify: (x⁷)³

Accepted Answer

x21

Answer

x10

Answer

x4

Question 6

(n⁵ / n²)³

Accepted Answer

n9

Answer

n10

Answer

n11

Answer

n8

Question 7

Simplify the expression.
(2mp)³

Accepted Answer

8m3p3

Answer

2mp3

Answer

2m3p3

Answer

6m3p3

Question 8

Simplify (p⁵)³

Accepted Answer

p15

Answer

p8

Answer

p2

Answer

p53

Question 9

Simplify (-4y)(-4y)(3y²)

Accepted Answer

48y4

Answer

-48y4

Answer

48y5

Answer

-5y3

Question 10

(2x⁴y⁵)(-3x²y⁷)

Accepted Answer

-6x⁶y¹²

Answer

6x6y12

Answer

-1x6y-2

Answer

-6x2y2

Question 11

When multiplying like bases, you _____________ exponents.

Accepted Answer

add

Answer

subtract

Answer

divide

Answer

multiply

Question 12

Simplify:

(2x³y)³

Accepted Answer

8x9y3

Answer

16x3y6

Answer

6x3y6

Answer

8x3y9

Question 13

According to exponent rules, when we multiply expressions with the same variables we _______ their exponents. for example: $$\left(3x^3y^2\right)\left(3x^3y^2\right)$$

Accepted Answer

add

Answer

subtract

Answer

multiply

Answer

divide

Question 14

What should happen to the exponents in this expression? (-4r⁵)(2r⁸)

Accepted Answer

add them

Answer

subtract them

Answer

multiply them

Answer

divide them

Question 15

Simplify: $$\left(6b^7\right)^2$$

Accepted Answer

$$36b^{14}$$

Answer

$$36b^{49}$$

Answer

$$12b^9$$

Answer

$$12b^{14}$$

Question 16

Simplify: $$\left(2g^5\right)^3$$

Accepted Answer

$$8g^{15}$$

Answer

$$6g^{15}$$

Answer

$$8g^8$$

Answer

$$6g^8$$

Question 17

Question 17.

Accepted Answer

2x14

Answer

2 / x2

Answer

-2x2

Answer

2x2

Question 18

Simplify the expression

Accepted Answer

$$\frac{-1}{3x^5y^7}$$

Answer

$$3x^5y^7$$

Answer

$$16x^{13}y^9$$

Answer

$$\frac{1}{16x^{13}y^9}$$

Question 19

Question 19.

Accepted Answer

b6/2a2

Answer

2a2b6

Answer

1/2a2b6

Answer

2b6/a2

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