2nd Exponent and Order of Operations

 $5^6$  Which number is the base?

(a)  

 $4^8$  Which number is the exponent or power?

(a)  

Which one is the "Zero as an Exponent Law"

• Anything raised to zero is equal to 0

• Anything raised to zero is equal to 1

• Anything raised to zero is undefined

Which is an example of "Multiplying like Base Rule"?

• $5^2$ x $5^8$ = $5^{10}$

• $16$

• $5^{2\ }$ x $5^8$ = $5^{16}$

When using the "Dividing Powers with the same base rule" you need to

• subtract the bases

• subtract the exponents (power)

• add the bases

• add the exponents (power)

Write

 $6^3$  as a equation

• 6 x 6 x 6

• 6 x 3

• 216

Solve

 $4^4$  

(a)  

Solve
 $2×(3+5)^2÷\ 8$  

• 16

• 64

• 32

• 8

 $4^{6\ ^{ }}$  x  $4^5$  

Simplify as a single exponent

•  $4^{30}$  

•  $4^{11}$  

•  $16^{30}$  

•  $16^{11}$  

 $4^{19}$   $\div$   $4^3$  

Simplify to a single exponent

•  $4^{16}$  

•  $1$  

•  $1^{16}$  

•  $4^{22}$