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Consider two buses departing at the same time. For every hour t, Bus 1 will travel f(t) = 64t miles, while Bus 2 traveled a total of 124 miles after the first 2 hours and 186 miles after another hour. At 6 hours, which statement is true? A) Bus 2 will travel less than Bus 1. B) Bus 1 will travel farther than Bus 2. C) Bus 2 will travel farther than Bus 1. D) Bus 1 and Bus 2 will travel the same distance.

Respuesta :

Answer:

A) Bus 2 will travel less than Bus 1 and

B) Bus 1 will travel farther than Bus 2.

Step-by-step explanation:

For every hour t, Bus 1 will travel f(t) = 64t miles, while Bus 2 traveled a total of 124 miles after the first 2 hours and 186 miles after another hour.

So, bus 1 will travel a total distance after t = 6 hours by (64 × 6) = 384 miles.

Now, bus 2 is also moving at a uniform rate of [tex]\frac{124}{2} = 62[/tex] mph and it travels a total of 186 miles in 3 hours.

So, bus 2 will travel a total distance after t = 6 hours by (62 × 6) = 372 miles.

Therefore, A) Bus 2 will travel less than Bus 1 and B) Bus 1 will travel farther than Bus 2. (Answer)

Answer: The answer is B for anyone confused about what the guy above was saying.

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