12. 10. 11. Given the same situation as the previous question, What is the magnitude and direction of the electric field at point B = (3μm, 3 μm)? Astronauts are on a spacecraft traveling at 2.7 × 108 m/s with respect to Earth. (a) Calculate ẞ and y for the relative motion of Earth and the spacecraft. (b) According to a biology text, it takes 45 s for blood to circulate around the human body. If astronauts on the spacecraft run experiments to determine how long (on their own clocks) it takes their blood to circulate around their bodies. What should they measure? Even if you aren't sure about a numerical answer to this question, you should at least be able to explain whether the time will be the same, shorter, or longer than 45s. (c) If Earth-bound scientists use remote equipment to measure how long it takes for the blood to circulate around the astronaut's bodies, how long will will it take according to clocks on Earth? Even if you aren't sure about a numerical answer to this question, you should at least be able to explain whether the time will be the same, shorter, or longer than 45 s. Scientists in one lab observe that two sparks occur in the same place 4.0 seconds apart in time. In another lab that is moving relative to the first, observations record two sparks that occur 5.0 seconds apart and separated by a distance of 3.0 seconds (or 9.0 × 108 m). Use either the spacetime interval or the Lorentz factor to check whether these measurements could be measurements of the same two sparks. Be sure to explain how your calculations relate to the question!

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I need help on question 10.

12.
10.
11.
Given the same situation as the previous question, What is the magnitude and
direction of the electric field at point B = (3μm, 3 μm)?
Astronauts are on a spacecraft traveling at 2.7 × 108 m/s with respect to Earth.
(a) Calculate ẞ and y for the relative motion of Earth and the spacecraft.
(b) According to a biology text, it takes 45 s for blood to circulate around the human body.
If astronauts on the spacecraft run experiments to determine how long (on their own
clocks) it takes their blood to circulate around their bodies. What should they measure?
Even if you aren't sure about a numerical answer to this question, you should at least
be able to explain whether the time will be the same, shorter, or longer than 45s.
(c) If Earth-bound scientists use remote equipment to measure how long it takes for the
blood to circulate around the astronaut's bodies, how long will will it take according to
clocks on Earth? Even if you aren't sure about a numerical answer to this question, you
should at least be able to explain whether the time will be the same, shorter, or longer
than 45 s.
Scientists in one lab observe that two sparks occur in the same place 4.0 seconds
apart in time. In another lab that is moving relative to the first, observations record two sparks
that occur 5.0 seconds apart and separated by a distance of 3.0 seconds (or 9.0 × 108 m). Use
either the spacetime interval or the Lorentz factor to check whether these measurements could
be measurements of the same two sparks. Be sure to explain how your calculations relate to
the question!
Transcribed Image Text:12. 10. 11. Given the same situation as the previous question, What is the magnitude and direction of the electric field at point B = (3μm, 3 μm)? Astronauts are on a spacecraft traveling at 2.7 × 108 m/s with respect to Earth. (a) Calculate ẞ and y for the relative motion of Earth and the spacecraft. (b) According to a biology text, it takes 45 s for blood to circulate around the human body. If astronauts on the spacecraft run experiments to determine how long (on their own clocks) it takes their blood to circulate around their bodies. What should they measure? Even if you aren't sure about a numerical answer to this question, you should at least be able to explain whether the time will be the same, shorter, or longer than 45s. (c) If Earth-bound scientists use remote equipment to measure how long it takes for the blood to circulate around the astronaut's bodies, how long will will it take according to clocks on Earth? Even if you aren't sure about a numerical answer to this question, you should at least be able to explain whether the time will be the same, shorter, or longer than 45 s. Scientists in one lab observe that two sparks occur in the same place 4.0 seconds apart in time. In another lab that is moving relative to the first, observations record two sparks that occur 5.0 seconds apart and separated by a distance of 3.0 seconds (or 9.0 × 108 m). Use either the spacetime interval or the Lorentz factor to check whether these measurements could be measurements of the same two sparks. Be sure to explain how your calculations relate to the question!
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