Answer:
Andrew walks more steps than Sarah.
Step-by-step explanation:
The question is incomplete. The complete question is : 
Andrew and Sarah are tracking the number of steps they walk. Andrew records that he can walk 6000 steps in 50 minutes. Sarah writes the equation y=118x, where y is the number of steps and x is the number of minutes she walks, to describe her step rate. This week, Andrew and Sarah each walk for a total of 5 hours. Who walks more steps?
Solution:
Given:
Andrew walks 6000 steps in 50 minutes.
Number of steps Sarah walks is given by the equation :

where  is the number of steps and
 is the number of steps and  is the number of minutes she walks.
 is the number of minutes she walks.
Finding the number of steps each walks in 5 hours.
Total number of minutes in 5 hours = 
For Andrew:
Using unitary method:
If in 50 minutes Andrew walks = 6000 steps.
In 1 minute he will walk =  = 120 steps
 = 120 steps
In 300 minutes he will walk =  steps
 steps
Thus, Andrew will walk 36,000 steps in 5 hours.
For Sarah:
We will plugin  in the equation and solve for
 in the equation and solve for  .
.
We have:

∴ 
Thus, Sarah will walk 35,400 steps in 5 hours.
Therefore, Andrew walks more steps than Sarah as  .
.