Challenge Question (This is supposed to be hard, think critically and take it one step at a time): I am driving a car to a science lecture. The total distance from my house to the lecture is 75 miles. I get

halfway there before I must stop for gas. After filling up I realize I only have 15 minutes, before the

lecture starts (I know, bad planning on my part). How fast must I drive to be on time to the lecture?

Since it is a science lecture, report your answer in meters per second!!!

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You must travel at an average speed of 67.06 m/s to be on time to the lecture.

Explanation:

From the question, the total distance from your house to the science lecture is 75 miles.

Also, you get halfway there before you stop for a gas, that is, you have covered half of 75 miles, which 37.5 miles and you also have to cover 37.5 miles to get to the science lecture.

After filling up, you only have 15  minutes before the lecture starts,

To determine how fast you must drive to be on time to the lecture,

we will determine the average speed you need to travel.

From

Average speed = Distance / Time

Distance = 37.5 miles (Convert to meters)

(NOTE: 1 mile = 1609.344 meters)

Hence, 37.5 miles = 37.5 × 1609.344 miles = 60350.4 meters

∴ Distance = 60350.4 meters

Time = 15 minutes (Convert to seconds)

(NOTE: 1 minute = 60 seconds)

Hence, 15 minutes = 15 × 60 seconds = 900 seconds

Now, from

Average speed = Distance / Time

Average speed = 60350.4 m / 900 s

Average speed = 67.06 m/s

Hence, you must travel at an average speed of 67.06 m/s to be on time to the lecture.

current and voltage can both be different in different parts of a circuit so it matters where you place the ammeter and voltmete

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