Three ships at A, B, and C set off at the same time and sailed to the 180 meridian, and arrived at t

Updated on society 2024-08-07
10 answers
  1. Anonymous users2024-02-15

    b Hello owner of the second floor! Let me explain it to you. First of all, I'm sure you should know that the length of the latitudes on Earth is getting smaller and smaller from the equator to the poles.

    So, at this point, A walks the shortest distance, and conversely, B walks the longest distance. And the title says "and arrive at the same time," so it can be explained mathematically: to arrive in the same time, the longer the journey, the faster the speed.

    Remember, not "A"! He asked about "speed", not time. Got it?

  2. Anonymous users2024-02-14

    Suppose that A, B, and C sit on the length of the parallels a, b, and c, respectively. Example diagrams are important,>

    The distances traveled by A, B and C are:

    A: (5 360) A

    B: (5 360) b

    C: (5 360) c

    Because B is at the equator, and the equator is the longest parallel, so B>A, B>C travel to the destination for the same time, and the longest distance traveled in a certain period of time runs the fastest, so in the end it is B that has the largest speed. The answer is B B.

  3. Anonymous users2024-02-13

    It is A, according to the length of time, it should be the shortest A, second to C, and the longest B, which can be understood simply in this way, the earth is a circle of o degrees, that is, at the equator, the line is the longest, and the shorter it is at the poles, and it can also be understood that the radius at the equator is the largest, and at 60n, the radius is the shortest, so the length of the arc is the shortest.

  4. Anonymous users2024-02-12

    The speed of choosing a A ship is the slowest. The longer the latitude, the shorter the length of the high latitude, the same span of 5° longitude, and the length of the actual excavation at 60°n is only half of the length of the equator.

  5. Anonymous users2024-02-11

    The circumference of the equator on the globe, from the equator to the poles, the latitude gradually shortens, to the poles only shrink to a point, so the three ships at A, B, and C set off for the 180° meridian when they pointed to the mountain, and arrived at the same time, and the slowest speed was A at 60°N

    Therefore, a

  6. Anonymous users2024-02-10

    A C distance: s1 = 160-40 = 120km

    B-C distance: s2=160-0=160km

    Ship speed: V1=S1 T1=120 6=20km H Speed Boat Speed: V2=S2 T2=160 (5-1)=40km H4-1=3h

    When the two ships were 30 kilometers apart, the ship traveled for t hours.

    20t-[40(t-1)-40]=30

    t=Ship distance from port C: S1-TV1=

  7. Anonymous users2024-02-09

    Establish; The distance traveled by ship B is x, and the distance traveled by ship A is x+12 solution; (2x+12)÷78=8

    2x+12=624

    2x=612x=306

    A is B is.

  8. Anonymous users2024-02-08

    If the speed of ship A is x km h, then the speed of ship B is 78-x km h8x-8(78-x)=12

    16x=636

    x=78-x=

    The speed of ship A, the speed of the repentant limb of ship B.

  9. Anonymous users2024-02-07

    Let the speed of A be x km/h, then the velocity of B is (78-x) km/h.

    According to the inscription, after 8 hours, A walked 12 kilometers more than B.

    8x-8(78-x)=12

    x= kilometers per hour.

    kilometers per hour.

    A speed km h B speed km h.

  10. Anonymous users2024-02-06

    Solution: If the speed of ship A is x kilometers per hour, then the speed of ship B is 78-x kilometers per hour 8x-8*(78-x)=12

    If the solution is x=, then the speed of ship B is 78-x=kilometers hours Answer: The speed of ship A is kilometers per hour, then the speed of ship B is kilometers hours, if you don't understand anything about this question, you can ask, if you are satisfied, please click on the upper right corner to praise and "adopt as a satisfactory answer".

    Your adoption is the driving force for my service.

    Good luck with your studies!

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