Question

tính: 

2^16. 8^10. 16^11

Giúp mik với thanks

Answer 1

`2^(16).8^(10).16^11`

`=2^(16).(2^3)^{10}.(2^4)^11`

`=2^(16).2^(30).2^(44)`

`=2^(16+30+44)`

`=2^90`

Answer 2

2¹⁶.8¹⁰.16¹¹=2¹⁶.(2³)¹⁰.(2⁴)¹¹=2¹⁶.2³⁰.2⁴⁴=2⁹⁰

Answer 3

2^16. 8^10. 16^11

=2^16.(2^3)^10.(2^4)^11

=2^16.2^30.2^44

=2^90

Answer 4

\(2^{16}.8^{10}.16^{11}\)

=\(2^{16}.2^{30}.2^{44}\)

=2^16+30+44

=2⁹⁰

Answer 5

\(2^{16}\cdot8^{10}\cdot16^{11}=2^{16}\cdot2^{30}\cdot2^{44}=2^{90}\)