According to Kepler’s second law of motion, which statement describes the area swept out by a line between a planet and the sun?(1 point) Responses It increases as the planet approaches the sun. It increases as the planet approaches the sun. It is constant if the planet moves at a constant speed. It is constant if the planet moves at a constant speed. It is constant for equal times. It is constant for equal times. It increases as the planet moves away from the sun.
According to Kepler's second law of motion, the correct statement is: "It is constant for equal times."
According to Kepler's second law of motion, the correct statement describing the area swept out by a line between a planet and the sun is:
"It is constant for equal times."
According to Kepler's second law of motion, the statement that describes the area swept out by a line between a planet and the sun is "It is constant for equal times."
To understand why this is the correct statement, let's first understand Kepler's second law. This law, also known as the law of equal areas, states that a line that connects a planet to its sun sweeps out equal areas in equal intervals of time.
In other words, if you were to divide the orbital path of a planet into equal time intervals (say, 1 day), the area swept out by the line connecting the planet and the sun during each interval would be the same.
From the options provided, the correct choice is "It is constant for equal times," as it aligns with Kepler's second law. The other options are either repetitive or incorrect, as they suggest that the area changes as the planet approaches or moves away from the sun or that it is constant even if the planet is not moving at a constant speed.