Answer:
11.76 hours or 11 hours 45 minutes
Step-by-step explanation:
Given

We have to convert minutes into hours
So,


As we are given that we have to find the time the computer will sustain using the same energy as the drier. So,

Converting into minutes will give us: 11 hours 45 minutes
Therefore, with the same energy used by the drier, the computer can be used 11.76 hours to surf the internet ..