Figure 2 shows how the length of a satellite orbit depends on the height of the satellite above the Earth’s surface. A satellite orbits 300 km above the Earth’s surface at a speed of 7.73 km/s. Calculate how many complete orbits of the Earth the satellite will make in 24 hours. – 6083

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Q1

Figure 2 shows how the length of a satellite orbit depends on the height of the satellite above the Earth’s surface.

A satellite orbits 300 km above the Earth’s surface at a speed of 7.73 km/s. 

Calculate how many complete orbits of the Earth the satellite will make in 24 hours.

___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ 

Number of complete orbits = __________________________ (5)

  1. Salman Javed Avatar
    Salman Javed

    The length of the orbit is 42,100 km.

    distance
    =
    speed
    ×
    time
    distance=speed×time
    So:

    42

    100
    =
    7.73
    ×
    time
    42100=7.73×time
    time
    =
    42

    100
    7.73
    =
    5446
     seconds
    time=
    7.73
    42100

    =5446 seconds

    There are
    24
    ×
    3600
    =
    86

    400
    24×3600=86400 seconds in a day.

    Number of orbits
    =
    86400
    5446
    =
    15.86
    Number of orbits=
    5446
    86400

    =15.86
    Rounding down:

    Number of full orbits
    =
    15
    Number of full orbits=15

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One thought on “Figure 2 shows how the length of a satellite orbit depends on the height of the satellite above the Earth’s surface. A satellite orbits 300 km above the Earth’s surface at a speed of 7.73 km/s. Calculate how many complete orbits of the Earth the satellite will make in 24 hours. – 6083

  1. The length of the orbit is 42,100 km.

    distance
    =
    speed
    ×
    time
    distance=speed×time
    So:

    42

    100
    =
    7.73
    ×
    time
    42100=7.73×time
    time
    =
    42

    100
    7.73
    =
    5446
     seconds
    time=
    7.73
    42100

    =5446 seconds

    There are
    24
    ×
    3600
    =
    86

    400
    24×3600=86400 seconds in a day.

    Number of orbits
    =
    86400
    5446
    =
    15.86
    Number of orbits=
    5446
    86400

    =15.86
    Rounding down:

    Number of full orbits
    =
    15
    Number of full orbits=15

Leave a Reply

Your email address will not be published. Required fields are marked *