1. You are in a spacecraft on your way to the new Lunar Base. The spacecraft is accelerating away from the Earth at 1g. Half a day into your journey, you throw a ball at your fellow astronaut form a relative height of 1.5m at a speed of 1m/s orthogonal to the acceleration of the spacecraft. Calculate the trajectory of the ball in your system of reference. 2. A colleague in the stationary Lunar Gateway 200m off your path sees you throw the ball as well. Calculate the trajectory of the ball with respect to the Lunar Gateway system of reference. 3. A few months later you try the same throw again, but this time inside the International Space Station that is orbiting the Earth 400km above sea-level at a speed of 27,580km/h. Your feet point in the direction of the Earth always. What does the flight path of the ball look like from your perspective? Answer QUESTION 2 ONLY

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Chapter4: Motion In Two And Three Dimensions
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1. You are in a spacecraft on your way to the new Lunar Base. The spacecraft
is accelerating away from the Earth at 1g. Half a day into your journey,
you throw a ball at your fellow astronaut form a relative height of 1.5m at
a speed of 1m/s orthogonal to the acceleration of the spacecraft. Calculate
the trajectory of the ball in your system of reference.
2. A colleague in the stationary Lunar Gateway 200m off your path sees you
throw the ball as well. Calculate the trajectory of the ball with respect to
the Lunar Gateway system of reference.
3. A few months later you try the same throw again, but this time inside
the International Space Station that is orbiting the Earth 400km above
sea-level at a speed of 27,580km/h. Your feet point in the direction of the
Earth always. What does the flight path of the ball look like from your
perspective?
Answer QUESTION 2 ONLY
Transcribed Image Text:1. You are in a spacecraft on your way to the new Lunar Base. The spacecraft is accelerating away from the Earth at 1g. Half a day into your journey, you throw a ball at your fellow astronaut form a relative height of 1.5m at a speed of 1m/s orthogonal to the acceleration of the spacecraft. Calculate the trajectory of the ball in your system of reference. 2. A colleague in the stationary Lunar Gateway 200m off your path sees you throw the ball as well. Calculate the trajectory of the ball with respect to the Lunar Gateway system of reference. 3. A few months later you try the same throw again, but this time inside the International Space Station that is orbiting the Earth 400km above sea-level at a speed of 27,580km/h. Your feet point in the direction of the Earth always. What does the flight path of the ball look like from your perspective? Answer QUESTION 2 ONLY
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