Mathematics determines how to calculate the starting line, the formula for determining the starting

Updated on educate 2024-03-03
13 answers
  1. Anonymous users2024-02-06

    I don't quite understand what you're talking about.

  2. Anonymous users2024-02-05

    Determine the starting line.

    The formula is: wn=2 [r+(n-1)+. The method of calculating the forward extension of the starting line is the length of the curve of a certain lane minus the length of the curve of the first lane, which is the number of starting line extensions of the lane.

    If both runners run their own lane for 1 week, the runner in lane 2 will run more than the runner in lane 1. In order for the 2nd lane to be equal to the distance traveled by the runner running the 1st lane, the starting point must be extended some distance forward. The distance that should be stretched forward is called the number of starting line extensions.

  3. Anonymous users2024-02-04

    The difference in length between two adjacent runways is the difference of 2 ring widths

  4. Anonymous users2024-02-03

    C small one minus c small two d small one minus d small two (d small one minus d small two).

  5. Anonymous users2024-02-02

    (The distance between the two straights + pi.)

  6. Anonymous users2024-02-01

    2 times the pi multiplied by the runway width.

  7. Anonymous users2024-01-31

    Two straights + 2 wide pi.

  8. Anonymous users2024-01-30

    1. The standard runway is 400 meters long, the innermost radius of the curve is 36 meters, and the width of each runway is meters, with a total of eight curves.

    1.What is the radius of the fourth curve?

    2.What is the radius of the 7th curve?

    3.If the 200m leg is a 200m run, how many metres is the fourth lane ahead of the athletes' starting point in the second lane?

    4.If you run the 400-meter race, how many meters is the third lane ahead of the athlete's starting point in the second lane?

    5.In the case of a 400-meter run, how many metres is the 8th lane ahead of the athletes' start in the 4th lane?

    6.In the case of an 800-meter run, how many metres is lane 5 ahead of the start of lane 3?

    2. Shengli Primary School runs to a total length of 200 meters, the innermost radius of the curve is 20 meters, each track is one meter wide, and there are six curves.

    1.What is the second corner radius?

    2.What is the radius of the fifth corner?

    3.How many meters is the straight?

    4.In the case of a 200-meter run, the third lane is about how many meters ahead of the athlete's starting point in the first lane.

    5.In the case of a 400-meter run, how many metres is the starting point of lane 6 compared to the start of lane 4?

    Another way to determine the starting line, good plus points.

  9. Anonymous users2024-01-29

    I'm also waiting for the answer to this question, have you figured it out?

  10. Anonymous users2024-01-28

    The 400-meter standard runway has a radius of 36 meters and a runway width of one meter.

    The circumference of the first lap of the track is 2*m.

    The circumference of the runway on the second lap of the runway is 2*.

    meters wide of the runway, the circumference of the runway in the second lap.

    The circumference of the track on the second lap minus the circumference of the track on the first lap.

    Meters = meters. Meters = meters.

    The width of the runway is meters, and the runway around the adjacent runway needs to be advanced by meters.

    The width of the runway is meters, and the runway around the adjacent runway needs to be advanced by meters.

  11. Anonymous users2024-01-27

    2*mmi.

    Meters = meters. Meters = meters.

  12. Anonymous users2024-01-26

    Diameter, circumference, runway full-field, add each time.

  13. Anonymous users2024-01-25

    The length of the first two curves (calculated line length) is:

    2 A curve is long.

    Two straight lengths = full length of the runway - two curves length.

    400m a straight section is long.

    The total length of the runway = two curves + two straight sections.

    The calculation of the length of each lane in 400m cn=2 [r+(n-1)d+number of starting line extensions. The formula is as follows:

    wn=2π[r+(n-1)+

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