speed and velocity part 2 !\nbasic formula : v = d/t d = t×v t = d/v\n1) if a plane flies 300 miles in 6…

speed and velocity part 2 !\nbasic formula : v = d/t d = t×v t = d/v\n1) if a plane flies 300 miles in 6 hours what is the planes velocity?\nwhat are you solving for ?\nanswer \n2) if a car is going 200 m/hr for 6 hours how far does it travel?\nwhat are you solving for ?\nanswer \n3) if a drone flies 50 miles at a speed of 10 mi/minute how long will it take ?\nwhat are you solving for ?\nanswer \n4) if a turtle walks 0.5 km/day for a distance of 3 km how long will it take?\nwhat are you solving for ?\nanswer \n5) if a drone flies for 100 s at a speed of 30.5 m/s how far does it travel?\nwhat are you solving for ?\nanswer \n6) a student walks 5 m in 3s what is their velocity?\nwhat are you solving for ?\nanswer

speed and velocity part 2 !\nbasic formula : v = d/t d = t×v t = d/v\n1) if a plane flies 300 miles in 6 hours what is the planes velocity?\nwhat are you solving for ?\nanswer \n2) if a car is going 200 m/hr for 6 hours how far does it travel?\nwhat are you solving for ?\nanswer \n3) if a drone flies 50 miles at a speed of 10 mi/minute how long will it take ?\nwhat are you solving for ?\nanswer \n4) if a turtle walks 0.5 km/day for a distance of 3 km how long will it take?\nwhat are you solving for ?\nanswer \n5) if a drone flies for 100 s at a speed of 30.5 m/s how far does it travel?\nwhat are you solving for ?\nanswer \n6) a student walks 5 m in 3s what is their velocity?\nwhat are you solving for ?\nanswer

Answer

Explanation:

Step1: Identify the formula

The basic formula is $v=\frac{d}{t}$, where $v$ is velocity/speed, $d$ is distance and $t$ is time.

Step2: Solve problem 1

We are solving for velocity $v$. Given $d = 300$ miles and $t=6$ hours. Using $v=\frac{d}{t}$, we have $v=\frac{300}{6}=50$ miles per hour.

Step3: Solve problem 2

We are solving for distance $d$. Given $v = 200$ m/hr and $t = 6$ hours. Using $d=v\times t$, we get $d=200\times6 = 1200$ meters.

Step4: Solve problem 3

We are solving for time $t$. Given $d = 50$ miles and $v=10$ mi/minute. Using $t=\frac{d}{v}$, we have $t=\frac{50}{10}=5$ minutes.

Step5: Solve problem 4

We are solving for time $t$. Given $v = 0.5$ km/day and $d = 3$ km. Using $t=\frac{d}{v}$, we get $t=\frac{3}{0.5}=6$ days.

Step6: Solve problem 5

We are solving for distance $d$. Given $v = 30.5$ m/s and $t = 100$ s. Using $d=v\times t$, we have $d=30.5\times100 = 3050$ meters.

Step7: Solve problem 6

We are solving for velocity $v$. Given $d = 5$ m and $t=3$ s. Using $v=\frac{d}{t}$, we get $v=\frac{5}{3}\approx1.67$ m/s.

Answer:

  1. Solving for: Velocity; Answer: 50 miles per hour
  2. Solving for: Distance; Answer: 1200 meters
  3. Solving for: Time; Answer: 5 minutes
  4. Solving for: Time; Answer: 6 days
  5. Solving for: Distance; Answer: 3050 meters
  6. Solving for: Velocity; Answer: $\frac{5}{3}\approx1.67$ m/s