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You and your friend are traveling the world and are currently in a city located precisely on the Earth's equator. You are staying in separate rooms at a fancy skyscraper hotel that is 50 floors tall. Your friend's room is several floors above yours. Your rooms are on the same side of the building and both of you have the same clear view of the horizon, which appears featureless and smooth because of a very flat desert. Through the window of your room, you watch the sunset over the smooth horizon from a height of 28 m above the ground, and you see the top of the Sun disappear at time t1 on your watch. In his room, your sees the Sun disappear at a later time t2, as measured in his watch, which is perfectly synchronized with yours. Assuming that the Earth has a radius of 6378 km and that it completes a full revolution around its axis in 23 hours, 56 minutes, and 4 seconds, determine the time interval friend watches the sunset from a height of 104m above the ground, and At = t2 – t1 between the two sunset observations. As a simplifying approximation, assume that the inclination of the Earth's axis of rotation - is zero. Help on how to format answers: units At = t2 – tị = seconds -

You and your friend are traveling the world and are currently in a city located precisely on the Earth's equator. You are staying in separate rooms at a fancy skyscraper hotel that is 50 floors tall. Your friend's room is several floors above yours. Your rooms are on the same side of the building and both of you have the same clear view of the horizon, which appears featureless and smooth because of a very flat desert. Through the window of your room, you watch the sunset over the smooth horizon from a height of 28 m above the ground, and you see the top of the Sun disappear at time t1 on your watch. In his room, your sees the Sun disappear at a later time t2, as measured in his watch, which is perfectly synchronized with yours. Assuming that the Earth has a radius of 6378 km and that it completes a full revolution around its axis in 23 hours, 56 minutes, and 4 seconds, determine the time interval friend watches the sunset from a height of 104m above the ground, and At = t2 – t1 between the two sunset observations. As a simplifying approximation, assume that the inclination of the Earth's axis of rotation - is zero. Help on how to format answers: units At = t2 – tị = seconds -

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You and your friend are traveling the world and are currently in a city located precisely on the Earth's equator. You are staying in separate rooms at a fancy skyscraper hotel that is 50 floors tall. Your friend's room is several floors above yours. Your rooms are on the same side of the building and both of you have the same clear view of the horizon, which appears featureless and smooth because of a very flat desert. Through the window of your room, you watch the sunset over the smooth horizon from a height of 28 m above the ground, and you see the top of the Sun disappear at time t1 on your watch. In his room, your sees the Sun disappear at a later time t2, as measured in his watch, which is perfectly synchronized with yours. Assuming that the Earth has a radius of 6378 km and that it completes a full revolution around its axis in 23 hours, 56 minutes, and 4 seconds, determine the time interval friend watches the sunset from a height of 104m above the ground, and At = t2 – t1 between the two sunset observations. As a simplifying approximation, assume that the inclination of the Earth's axis of rotation - is zero. Help on how to format answers: units At = t2 – tị = seconds -
Transcribed Image Text:You and your friend are traveling the world and are currently in a city located precisely on the Earth's equator. You are staying in separate rooms at a fancy skyscraper hotel that is 50 floors tall. Your friend's room is several floors above yours. Your rooms are on the same side of the building and both of you have the same clear view of the horizon, which appears featureless and smooth because of a very flat desert. Through the window of your room, you watch the sunset over the smooth horizon from a height of 28 m above the ground, and you see the top of the Sun disappear at time t1 on your watch. In his room, your sees the Sun disappear at a later time t2, as measured in his watch, which is perfectly synchronized with yours. Assuming that the Earth has a radius of 6378 km and that it completes a full revolution around its axis in 23 hours, 56 minutes, and 4 seconds, determine the time interval friend watches the sunset from a height of 104m above the ground, and At = t2 – t1 between the two sunset observations. As a simplifying approximation, assume that the inclination of the Earth's axis of rotation - is zero. Help on how to format answers: units At = t2 – tị = seconds -
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