Two cyclists go out for a ride.
The first one starts at 4, while the second starts at 5.
At what times do the riders take a break?
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Two cyclists go out for a ride.
The first one starts at 4, while the second starts at 5.
At what times do the riders take a break?
The graph suggests that Cyclist 1 takes a break starting at 6 o'clock, as indicated by the appearance of the red flat section starting at the marker for 6. Similarly, Cyclist 2 takes a break starting at 8 o'clock, identified from the blue flat section starting at the marker for 8.
Thus, the riders take their breaks at:
Therefore, the solution to the problem matches the given correct answer.
Conclusion: Cyclist 1 takes a break at , and Cyclist 2 takes a break at .
Cyclist 1 - at 6
Cyclist 2 - at 8
What is the solution to the following inequality?
\( 10x-4≤-3x-8 \)
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