[Tin tức] Average Speed & Distance Rate Time Problems – SAT Math Part 27



This SAT math video tutorial focuses on average speed and distance rate time problems.

SAT Math Part 28 – Patreon:
SAT Math Part 28 – YouTube:

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Translating Words to Algebraic Expressions:

Words to Equations – More Problems:

Consecutive Integers Word Problems:

Age Word Problems – Past, Present, Future:

Upstream and Downstream – Problems:

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Distance, Rate, & Time – Word Problems:

Time and Work – Word Problems:

Acid Mixture Word Problems:

Percent Increase & Decrease Problems:

Percentage Word Problems:

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Ratios and Proportions – Word Problems:

Ratios and Proportions – SAT Math:

Arithmetic Sequences – Word Problems:

Venn Diagram – Word Problems:

Probability With Marbles – Word Problems:

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Final Exams and Video Playlists:

Full-Length Videos and Worksheets:

24 bình luận về “[Tin tức] Average Speed & Distance Rate Time Problems – SAT Math Part 27”

  1. Hello people, those who are new and are trying to learn but cannot get it, I have simplied this for you:

    Calculating the Distance

    If you know the speed(s) and time(t), you can find the distance traveled using the formula
    D = st

    Ex:

    if a car travels at a speed of 60 km/h. For 2 hours, the distanced traveled is:

    D = 60 * 2

    D = 120

    Calculating Speed

    If you know the distance (D) and the time (t), you can find the speed using the formula

    s = D/t

    Ex:

    If a cyclist travels 80 km in 4 hours, the speed is:

    s = 80/4

    s = 20km/h

    Calculating Time

    If you know the distance (d) and the speed(s), you can find the time using the formula t = D/s

    Ex:

    If a person walks at a speed of 5m/s and covers a distance of 100 meters, the time taken is:

    t = 100 / 5

    t = 20 seconds

    Why don't we try answering one of the questions in the video?

    89) Lauren and Ricky are driving toward each other at a rate of 40 mph and 50 mph respectively. If they are currently 360 miles apart, how many hours will it take for them to pass each other?

    To calculate the time, all we need is the speed or velocity and the distance, then we can apply the formula T = D/s

    T = 360 / 40 + 60
    T = 360 / 90
    T = 4

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