Repeated Multiplication ( Mixed Operations )

 $\left(\ -\ 2\ \right)\ ^{4\ ^{ }}\ +\ \left(\ -\ 2\ \right)^3\ =\$  

• - 128

• 8

• 24

 $\left(\ -\ 2\ \right)\ ^5\ \div\ \left(\ -\ 2\ \right)^3\ =\$  

• - 4

• 4

• - 24

 $\left(\ -\ 5\ \right)\ ^0\ \ +\ \ \left(\ -\ 3\ \right)^0\ =\$  

• 2

• - 2

• - 0

• - 8

 $\left(\ 3\ \right)\ ^2\ \ +\ \ \left(\ 3\ \right)^3\ =\$  

•  $\left(3\right)^{5\ }\ =\ 243$  

• 3

• 15

• 36

 $\left(\ 1\ \right)\ ^{15}\ \ +\ \ \left(\ 1\ \right)^{20}\ =\$  

•  $35$  

• 2

• 0

 $\left(\ 1\ \right)\ ^{51}\ \ -\ \ \left(\ 1\ \right)^{31}\ =\$  

• 20

• 2

• 0

 $\left(\ -1\ \right)\ ^3\ \ +\ \ \left(-1\ \right)^{\ 8}\ =\$  

• 0

• - 2

• 2

 $\left(\ -1\ \right)\ ^{21}\ \ +\ \ \left(-1\ \right)^{\ 31}\ =\$  

• 0

• - 2

• 2

 $\left(\ -1\ \right)\ ^{10}\ \ -\ \ \left(-1\ \right)^{13\ }\ =\$  

• 0

• - 2

• 2

 $\left(\ -2\ \right)\ ^3\ \times\ \ \ \left(-2\right)^{\ 4}\ =\$  

• 8

• - 128

• - 24

• 128