all planets look as though they lie along a flattened circular plane or disk
the Sun and planets rotate in the same direction
all moons orbit planets in a counterclockwise direction
Our solar system is made up of an ordinary star known as the Sun. All moons orbit planets in a counterclockwise direction are not one of the observed characteristics of our solarsystem.
Our solar system is made up of an ordinary star known as the sun, as well as the planets Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus, and Neptune.
It contains the planets' satellites, as well as countless comets, asteroids, and meteoroids, as well as the interplanetarymedium.
When viewed from the Northpole or the North star Polaris, the Moon and all other typical non-asteroid size moons in our solar system orbit their host planet in a counter-clockwise manner.
To learn more about the solar system refer to the link;
The answer is: all moons orbit planets in a counterclockwise direction
B. vivid language that paints a picture
C. a direct comparison between two things
D. an extreme exaggeration or overstatement
virtual
the same in size
smaller in size
An object that is farther from a converging lens than its focal point always has an image that is virtual. Option (b) is correct.
An optical lens that is thicker in the center and narrower at the corners is referred to as a converging lens, also known as a convex lens. Because it causes parallel light rays to converge or come together at a certain location known as the focal point, it is referred to as a "converging" lens.
The image created is virtual, meaning that it appears to be on the same side of the lens as the object when an object is placed farther away from a converging lens than its focal point. The virtual image is also enlarged, making it look bigger than the actual object. Additionally, the image is upright, not inverted.
Hence, an object that is farther from a converging lens than its focal point always has an image that is virtual. Option (b) is correct.
To learn more about converging lens, here:
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Explanation:
ΔL =18.8 ×10 − 6 . 0.125 (100−200) =
2.35 ×10^4 m=
−0.235mm
So the bar should shrink
0.235mm
giving a new length of (changing in mm):
125−0.235= 124.7mm
the answer will be true