Quick answer: The solar system is the Sun with the eight planets that orbit it, held in place by the Sun's gravity. This grade 6 science test on solar system has 8 questions worth 20 marks, to do in 45 minutes: rotation and revolution, seasons diagram and time difference. The mark scheme is on a separate page; free printable PDF.
This grade 6 science test on solar system test works like a real class test. The mark scheme is on a separate page, so revise with the lesson first.
This test has eight questions and is worth 20 marks. Show every step in calculations and give units. Use 365 days for a year and 300 000 km/s for the speed of light. You have 45 minutes.
a. Define rotation. (1 mark) b. Define revolution and give its time for the Earth. (1 mark)
Question 2 Seasons diagram (3 marks)
The figure shows the Earth at P and Q.Two positions of the Earth in its orbit.
At which position is it summer in the northern hemisphere? (1 mark)
Explain your answer using the tilt of the axis. (2 marks)
Question 3 Time difference (3 marks)
Town A is at 30° east and town B is at 75° east. The Earth turns 15° per hour. a. Calculate the difference in longitude. (1 mark) b. Calculate the time difference in hours. (1 mark) c. State the time in B when it is 09:00 in A. (1 mark)
Question 4 Mars year (3 marks)
Mars takes 687 days to orbit the Sun. a. Calculate how many Earth years this is, to two decimal places (1 year = 365 days). (1 mark) b. A child has lived 3650 days. Calculate the child’s age in Mars years to one decimal place. (2 marks)
Question 5 Warm summers (2 marks)
Explain why it is warmer in summer than in winter in the northern hemisphere. (2 marks)
Question 6 Orbit and gravity (3 marks)
Explain why Earth stays in orbit around the Sun. Your answer should mention gravity and the Earth’s motion. (3 marks)
Question 7 Planet groups (2 marks)
Name the four inner planets and state one way they differ from Jupiter. (2 marks)
Question 8 Light from Mars (2 marks)
Mars is 228 million km from the Sun. Calculate the time light takes to travel this distance at 300 000 km/s, in seconds and in minutes. (2 marks)