X and y coordinates changing at the same rate?

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x and y coordinates changing at the same rate??

Homework Statement


Mark is watching a bug traveling along a countertop in his home. THe bug is wandering along the curve y=x+3x-1. Mark wants to dispose of the bug, but before he does, he is curious to learn at which points on the bug's path are the x- and y- coordinates of the bug changing at the same rate. Help Mark.


Homework Equations


Related Rates? or Optimization?


The Attempt at a Solution


I tried finding the derivative and using chain rule but that didnt really help me understand

:(
 
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If the x and y coordinates are changing at the same rate, what does that tell you about dy/dt and dx/dt?