Question

The maximum and minimum distances of the Earth from the Sun respectively are 152 x 10 km
30 km. The Sun is at one focus of the elliptical orbit. Find the distance from the Sun to the
the centre is approximately
Earth
mathematical calculation​

Answer 1

Step-by-step explanation:

Given The maximum and minimum distances of the Earth from the Sun respectively are 152 x 10 km and 94.5 x 10^6 km. The Sun is at one focus of the elliptical orbit. Find the distance from the Sun to the other focus

• Now we have an elliptical orbit and let maximum and minimum distance is A and A’ and let S be the sun on the orbit.  
• So we have SA = 152 x 10^6 km
• So we have SA’ = 94.5 x 10^6 km
• Another focus point is S’
• So let the distance between S’ and S be C
• So SA = a + c = 152 x 10^6 km ----------1
• Now focus a – c = 94.5 x 10^6 km--------2
• We need to find the distance from the sun to the other focus.
• Subtracting 1 and 2 we have
•                  So a + c – (a – c) = 152 x 10^6 – 94.5 x 10^6
•               So a + c – a + c  = 57.5 x 10^6 km
•                         So 2c = 57.5 x 10^6 km
•                         So 2c will be the distance from sun to the other focus and it is 57.5 x 10^6 km
•                         So we can write as 575 x 10^5 km

Reference link will be

https://brainly.in/question/6826780

Answer 2

Answer:

Upper is correct please don't delete my answers