Power Rules

Power Rules

By Carly Rexing

Important Exponent Facts

Multiple Choice

$$4^1=$$  

• 4

• 0

• 1

Multiple Choice

$$4^0=$$  

• 4

• 0

• 1

Multiple Choice

$$9^1=$$  

• 9

• 0

• 1

Multiple Choice

$$100^1=$$  

• 100

• 0

• 1

Multiple Choice

$$25^0=$$  

• 25

• 0

• 1

Multiple Choice

$$4^0=$$  

• 25

• 0

• 1

Product Rule

Multiple Choice

$$10^3\cdot10^5=$$  

• $$10^3$$  

• $$10^5$$  

• $$10^8$$  

• $$10^{15}$$  

Multiple Choice

$$10^{13}\cdot10^4=$$  

• $$10^4$$  

• $$10^{13}$$  

• $$10^{17}$$  

• $$10^{52}$$  

Multiple Choice

$$10^1\cdot10^9=$$  

• $$10^{10}$$  

• $$10^9$$  

• $$10^1$$  

• $$0$$

Power of a Power Rule

Multiple Choice

$$\left(10^3\right)^5=$$  

• $$10^{15}$$  

• $$10^8$$  

• $$10^5$$  

• $$10^3$$  

Multiple Choice

$$\left(10^7\right)^7=$$  

• $$10^1$$  

• $$10^7$$  

• $$10^{14}$$  

• $$10^{49}$$  

Multiple Choice

$$\left(10^{100}\right)^7=$$  

• $$10^{107}$$  

• $$10^{700}$$  

Power of a Product

Multiple Choice

$$\left(2xy\right)^5$$  

• $$2x^5y^5$$  

• $$2^5x^5y^5$$  

• $$2xy^5$$  

• $$2\left(x^5y^5\right)$$  

Multiple Choice

$$\left(2x\right)^3$$  

• $$2^3x^3$$  

• $$8x^3$$  

• $$4^xx^3$$  

Multiple Choice

$$\left(3xy\right)^2$$  

• $$9x^2y^2$$  

• $$9xy$$