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1.3 m/s east

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Q: Beth walked to the school in 80 seconds from a position 100 m west of the school. What was her velocity?
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Tom walked 450 m south He then turned and walked 150 m to the north in 600 seconds What was his velocity?

He walked 600m in 600 seconds so his velocity is 1m/s (one metre per second)


If toni walked 100 feet in 20 seconds how many did he walk in 25 seconds?

Velocity (or Speed) = Distance ÷ Time Toni's speed is therefore 100 ÷ 20 = 5 feet per second. Distance = Velocity x Time In 25 seconds, Toni walks, 5 x 25 = 125 feet.


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What is velocity in physics?

Velocity is a vector quantity that describes the speed and direction that an object is moving. It is the same as "speed" except that it includes the direction of the object as well. Speed is the rate of change of distance.


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He walked for 12,600 seconds @3,600 seconds per hour.


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Think of average velocity as "overall" velocity. For example, if I walk down the block (let's say it's a distance of 100 meters), and it takes me 5 minutes, my AVERAGE velocity is just:v_ave = Δx/Δtwhere Δx is the change in position and Δt is the elapsed time.v_ave = (100 m) / (5 min)v_ave = (100 m) / (300 sec)v_ave = (1/3) m/sBut instantaneous velocity is a different concept: let's say for a while I walked, then I jogged, then I stopped, then I sprinted, then I walked. The overall trip still ended up taking me 5 minutes, so my average velocity is just as I've calculated it above, but my INSTANTANEOUS velocity changes as I change speeds at any given time in between.Hope this helps!


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Walked is the verb in the sentence, "Damien and Gavin walked to school in the rain."


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Julie walked to her friend's house to spend the afternoon. She walked at 4 mph. When she went home she ran at 6 mph so she wouldn't be late. What is true about her average speed and average velocity?

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What is the predicate in Alan and Bryan walked to the store on main street after school?

The simple predicate is: walked The complete predicate is: walked to the store on main street after school