Two cyclists, A and B, are going on a bike ride and are meeting at a park. They left home at the same time. ASAP !!
Functions A and B give their distance from the park, in miles, after riding for x hours. The functions are defined by these equations:
A(x)= 36.8 - 9.2x
B(x)= 41.4 - 13.8x
Which cyclist lives closest to the park?
Who will be the first to arrive at the park?
How much earlier will that cyclist arrive?
Is there a time when both cyclists are the same distance from the orchard?
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Answer:
hence, the speed of first and the second cyclist in 10km/he and 9km/he respectively
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