Use this paragraph in a scale model of the Solar System, the sun is placed at the center and the planets are shown orbiting encircles around it. Mars is 1.5 AU away from the sun, and the model, it appears at 30 cm from it, which means that 1AU equals 20 cm. Likewise, Neptune is 30AU away from the sun, what is the maximum possible distance that can be drawn between Mars and Neptune and the scale model hint? 2 planets are as far apart as possible when they are on directly opposite sides of the sun from each other. Draw a picture with the planet as far apart as possible.
In the scale model of the Solar System, the sun is positioned at the center, with the planets orbiting around it. Mars is located 1.5 AU (astronomical units) away from the sun. In the model, Mars is represented by a point that is 30 cm away from the sun. Therefore, since 1 AU is equivalent to 20 cm in the scale model, Mars is placed at a distance of 30 cm, which corresponds to 1.5 AU.
To determine the maximum possible distance that can be depicted between Mars and Neptune in the scale model, we need to consider their distance from the sun. Neptune is situated 30 AU away from the sun. Using the same scale, we can calculate the distance it should be placed in the model. As 1 AU is equal to 20 cm, Neptune should be represented by a point that is 30 AU * 20 cm/AU = 600 cm away from the sun in the scale model.
To visualize the two planets' maximum possible distance, we need to position them on directly opposite sides of the sun from each other. In the scale model, the maximum distance between Mars and Neptune can be depicted by placing them at their corresponding distances from the sun. Therefore, we place Mars at 30 cm away from the sun, and Neptune should be positioned at a distance of 600 cm on the opposite side of the sun.