50 POINTS

Select all that apply.
The following diagram shows the path of a planet around the Sun. Kepler discovered that _____.

area A = area B
the distance from P 2 to P 3 is half the distance from P 5 to P 6
the speed in the interval from P 1 to P 2 is twice the speed in the interval from P 6 to P 1
the speed in the interval from P 1 to P 2 is less than the speed in the interval from P 3 to P 4

Explanation: You can solve this problem through the use of laws of Kepler's planetary motion. There are Kepler the laws ( 3 of them) In this exercise, we will use the second law. According to this law, a line segment joining a planet and the sun sweeps out areas is equal to that during the equal intervals of time

Answer Link

poojatomarb76 poojatomarb76 · Answer 2 · 2022-06-03T08:11:58+02:00

The following diagram shows the path of a planet around the Sun. Kepler discovered that area A = area B. Option A is correct.

What is Kepler's Law ?

During equal intervals of time, a line segment between a planet and the sun sweeps out regions are equal. Equal regions for equal times is Kepler's Law.

The journey of a planet around the Sun is depicted in the diagram below. Area A = area B was found by Kepler.

The regions swept away by a planet as it advances in an orbit around the Sun are equal for equal time periods. A: The equal portions of circular orbits are identical in form and size.

To learn more about the Kepler's Law refer:

https://brainly.com/question/1608361

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