

Solving Speed Problems
Presentation
•
Mathematics
•
5th - 7th Grade
•
Practice Problem
•
Hard
+1
Standards-aligned
Darcy Mascarenas
Used 12+ times
FREE Resource
6 Slides • 7 Questions
1
Solving Speed Problems
I can use the formula
Speed =TimeDistance to solve real world problems.
2
Setting up speed problems using equivalent ratios (NOT conversion factors)
Set up the ratio with the information you know using the formula
Speed =timedistanceSet up the equivalent ratio for the unknown information with the same measurement units in the numerator and denominator as the 1st ratio
3
Using division to find equivalent ratios
Follow the same steps to set up the problem.
Use division to find the equivalent ratio and to solve the problem.
4
Multiple Choice
Madie drove 200 miles at a speed of 50 miles per hour. Which equation will help you find the number of hours she was driving?
1 hour50 miles=? hours200 miles
1 hour50 miles=200 miles?
1 hour200 miles=? hours50 miles
1 hour200 miles=50 miles? hours
5
Multiple Choice
Marvin rides his bike at an average speed of 13 miles per hour. How far can he bike in 8 hours?
104 miles
1.625 miles
21 miles
7 miles
6
Multiple Choice
Irwin rode his bicycle from one end of the trail and back at a speed of 20 miles per hour. If the trail is 4 miles long, for how many hours was Irwin riding?
0.2 hours
0.4 hours
2.5 hours
5.0 hours
7
Find Time when you are given speed and distance
Use the speed formula
Speed =TimeDistanceSet up the ratio with the information given
Set up an equivalent ratio with distance you know over the time you are trying to find
Keep the ratios equivalent by multiplying or dividing the numerator and the denominator by the same number.
8
Multiple Choice
How long does it take an airplane flying at a speed of 600 miles per hour to fly 3000 miles? Hint:
Speed =timedistance0.2 hours
0.5 hours
2 hours
5 hours
9
Find Distance when you are given speed and time.
Use the speed formula
Speed =timedistanceSet up the ratio with the information given
Set up an equivalent ratio with time you know under the distance you are trying to find
Keep the ratios equivalent by multiplying or dividing the numerator and the denominator by the same number.
10
Multiple Choice
What is the missing distance?
39 meters
31 meters
140 meters
8.75 meters
11
Comparing Speeds
Identify each ones rate of speed
Convert each one to a unit rate of speed
Compare the unit rates of speed
If the rates of speed have the same numerator or denominator you can just compare the other
12
Multiple Select
Mel drove 230 miles in 4 hours, and Pia drove 230 miles in 5 hours. Without making any calculations, who drove faster? (Click all that apply)
Mel drove faster than Pia
They drove the same time
It took Mel less time to drive the same distance as Pia, so he drove faster
230 ÷4 > 230 ÷ 5
13
Multiple Choice
Two sailboats had a race. Sailboat A traveled 40 feet every 5 seconds, and Sailboat B traveled 56 feet every 8 seconds. Which sailboat won the race, and how fast was it going?
Sailboat A won the race, and it was going 7 feet per second
Sailboat A won the race, and it was going 8 feet per second
Sailboat B won the race, and it was going 7 feet per second
Sailboat B won the race, and it was going 8 feet per second
Solving Speed Problems
I can use the formula
Speed =TimeDistance to solve real world problems.
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