Maria bikes 25 km per hour and starts at mile 10. glen bikes 29 km per hour and starts at mile 0. which system of linear equations represents this situation? a.maria: d = 10t + 25 glen: 29d = t b.glen: d = 25t + 10 maria: d = 29t c.maria: d = 25t + 10 glen: d = 29t d.maria: d = 10t + 25 glen: d = 29t

Maria starts at a distance of 10 from where Glen starts.

Velocity = distance/time => v=d/t => d=vt
If the distance is measured from starting point,
After time (t),

Maria covers

d-10 =25t => d=25t+10

Glen covers

d=29t

Therefore, C is the correct answer.

C.Maria: d = 25t + 10

  Glen: d = 29t

Step-by-step explanation:

Apex

Hope this helps Have a nice day

y = 72.5 degrees

X = 35 degrees

Step-by-step explanation: A straight line is 180 degrees. The line with the two y degrees and the 35 degrees is a straight line, which is = 180 degrees. Because the y degrees are the same variable (y) they are equal degrees. All you need to do to find y is 180-35 =145. Divide that by 2 to find both y’s. 145 / 2 = 72.5. You can do the same for x, or realize that x and 35 are alternate interior angles, meaning they are the same measure: 35 degrees.