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10. A sold rubber ball, on Earth, is thrown upwards and reaches a height of 10 m on the Moon's surface is 1/6th that of the Earth's]. calculate how high it would reach on the Moon [The acceleration due to gravity elanding inside a large building whose roof is 9 metres above the

10. A sold rubber ball, on Earth, is thrown upwards and reaches a height of 10 m on the Moon's surface is 1/6th that of the Earth's]. calculate how high it would reach on the Moon [The acceleration due to gravity elanding inside a large building whose roof is 9 metres above the

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TOPIC it passes the traffic light two above calculate the following: el The length of time between the two overtaking events. b The distance travelled by the car (or the lorry) between the two overtaking events. Hint: a distance - time diagram will really be of help here] a K there is no effect from any winds a Boeing 787 Dreamliner has a cruising speed of 913 km/hr and can remain in the air for 15 hours. The Dreamliner's flightplan calls for it to head Due West and then turn around and head Due East back to its original position. Throughout this period, there is a steady wind from the Jet Stream of 160 km/hr; the wind blows from West to East. Calculate the maximum displacement that the Dreamliner may travel to the West and still be able to raturn to the original starting position within the specified time.
Transcribed Image Text:TOPIC it passes the traffic light two above calculate the following: el The length of time between the two overtaking events. b The distance travelled by the car (or the lorry) between the two overtaking events. Hint: a distance - time diagram will really be of help here] a K there is no effect from any winds a Boeing 787 Dreamliner has a cruising speed of 913 km/hr and can remain in the air for 15 hours. The Dreamliner's flightplan calls for it to head Due West and then turn around and head Due East back to its original position. Throughout this period, there is a steady wind from the Jet Stream of 160 km/hr; the wind blows from West to East. Calculate the maximum displacement that the Dreamliner may travel to the West and still be able to raturn to the original starting position within the specified time.
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Hey, since there are multiple questions posted, we will answer first question. If you want any specific question to be answered then please submit that question only or specify the question number in your message.

By using the kinematic equation to solve for the initial velocity of the ball.

v2-u2=2-gh                             v=0u=2gh                                                    1

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