Velocity = Distance ÷ Time
Average Velocity = (10 + 10) ÷ (1/3 + 1/2) = 20 ÷ 5/6 = 20 x 6/5 = 24 mph
NOTE : The times in minutes have been converted into fractions of an hour to enable the answer to be provided in miles per hour.
To calculate Mr. Hoffman's average velocity, we need to consider the total distance traveled and the total time taken. He drove 10 miles to school and 10 miles back home, totaling 20 miles. The total time taken was 20 minutes to school and 30 minutes back, which is 50 minutes. Therefore, the average velocity is calculated as total distance (20 miles) divided by total time (50 minutes), resulting in an average velocity of 0.4 miles per minute.
zero
He drove 20 miles in 50 min. so average was 20 x 60/50 = 24 mph
To find Mr. Hoffman's average velocity for the entire trip, we need to calculate the total distance and total time. He drove 10 miles to school and 10 miles back home, totaling 20 miles. The total time taken was 20 minutes to school plus 30 minutes home, which equals 50 minutes (or 50/60 hours). The average velocity (V) is calculated as total distance divided by total time: ( V = \frac{20 \text{ miles}}{\frac{50}{60} \text{ hours}} = 24 \text{ miles per hour} ).
Their average speed is the harmonic mean of 30 and 45 while their average velocity is zero.
To calculate Mr. Hoffman's average velocity, we need to consider the total distance traveled and the total time taken. He drove 10 miles to school and 10 miles back home, totaling 20 miles. The total time taken was 20 minutes to school and 30 minutes back, which is 50 minutes. Therefore, the average velocity is calculated as total distance (20 miles) divided by total time (50 minutes), resulting in an average velocity of 0.4 miles per minute.
zero
He drove 20 miles in 50 min. so average was 20 x 60/50 = 24 mph
0 m/s appex
To find Mr. Hoffman's average velocity for the entire trip, we need to calculate the total distance and total time. He drove 10 miles to school and 10 miles back home, totaling 20 miles. The total time taken was 20 minutes to school plus 30 minutes home, which equals 50 minutes (or 50/60 hours). The average velocity (V) is calculated as total distance divided by total time: ( V = \frac{20 \text{ miles}}{\frac{50}{60} \text{ hours}} = 24 \text{ miles per hour} ).
their average speed is greater than their average velocity.
Their average speed is the harmonic mean of 30 and 45 while their average velocity is zero.
40mph
Well, speed is equal to distance over time (s = d/t) However, velocity means speed WITH direction. This means that the teacher's drive to school would be a positive velocity, but the drive back would be a negative one. Now, let's calculate velocities using the s = d/t formula! Distance to school from home: speed = distance/time speed = +10 miles/20 minutes speed = 1/2 miles per minute Distance from school to home: speed = distance/time speed = -10miles/20 minutes speed = -1/3 miles per minute Note: the velocity towards home will be negative since we are travelling in the opposite direction of the distance to school (which is positive) We have our two velocities- let's calculate the average! 1/2 -1/3 = 1/6 1/6 divided by 2 = 1/12 Thus, our average velocity is 1/12 miles per minute! You can convert this into decimal values if required. Hope this helped! (:
the bus drove east on the freeway for 5 minutes
Her average speed was 58 miles per hour.
You need a new battery or a new alternator.