shawns engineering club is taking a trip by bus to a robotics fair. the fair is 175 miles from shawns…

shawns engineering club is taking a trip by bus to a robotics fair. the fair is 175 miles from shawns school. the bus driver plans to stop and refuel after 2 hours, then complete the trip. the bus driver plans to drive at an average speed of 50 miles per hour. how many hours will the second part of the trip take? write your answer as a whole number or a decimal.

shawns engineering club is taking a trip by bus to a robotics fair. the fair is 175 miles from shawns school. the bus driver plans to stop and refuel after 2 hours, then complete the trip. the bus driver plans to drive at an average speed of 50 miles per hour. how many hours will the second part of the trip take? write your answer as a whole number or a decimal.

Answer

Explanation:

Step1: Calculate distance in 2 hours

The formula for distance is $d = vt$, where $v$ is speed and $t$ is time. Given $v = 50$ miles per hour and $t = 2$ hours, so $d_1=50\times2 = 100$ miles.

Step2: Calculate remaining distance

The total distance $D = 175$ miles. The remaining distance $d_2=D - d_1$. So $d_2=175 - 100=75$ miles.

Step3: Calculate time for second - part

Using the formula $t=\frac{d}{v}$ again, with $d = d_2 = 75$ miles and $v = 50$ miles per hour. Then $t=\frac{75}{50}=1.5$ hours.

Answer:

$1.5$