Andy finished his job 50% more work then Ali in the same amount of time. Both of them take 10 hours to finish a job.
How many hours Ali to finish the same job?
Ali does 3/2 the work, so he'd take 2/3 the time.
Can you describes more detail, Please!
To figure out how many hours Ali takes to finish the same job, we first need to determine how much work Andy and Ali each complete in 10 hours.
Let's assume that Ali's work in 10 hours is represented by x (measured in units of work). Since Andy completes 50% more work than Ali, Andy's work in 10 hours is 50% (or 0.5) more than Ali's work. This can be expressed as:
Andy's work = Ali's work + 0.5 * Ali's work
Andy's work = 1.5 * Ali's work
Now, if Andy's work is 1.5 times the work Ali completes in 10 hours, we can write:
1.5 * Ali's work = Andy's work = 10 hours
If we substitute Andy's work, we can solve for Ali's work:
1.5 * Ali's work = 10 hours
Dividing both sides of the equation by 1.5, we have:
Ali's work = 10 hours / 1.5
Ali's work = 6.67 hours
Therefore, Ali takes approximately 6.67 hours to finish the same job as Andy.