Solar System Mars Size Comparison 2023 _ Mars _ Solar System

Data taken from Google:

Uranus;

The volume of Mars is 1.6318 × 10^11 cubic kilometers, and the volume of Uranus is 6.833 × 10^13 cubic kilometers. This means that you could fit 430.34 Marses inside of Uranus.

Please note that this is just a theoretical calculation, as Uranus is a gas giant and does not have a solid surface on which to place Marses.

Saturn;

Saturn is much larger than Mars, so you can fit many Mars-sized objects inside Saturn. To provide a rough estimate, let's compare their sizes:

The diameter of Mars is approximately 6,779 kilometers (4,212 miles), and the diameter of Saturn is approximately 116,464 kilometers (72,367 miles).

To calculate the number of Mars-sized objects that could fit inside Saturn, we can divide the volume of Saturn by the volume of Mars.

The volume of a sphere can be calculated using the formula: V = (4/3) * π * r^3, where "r" represents the radius of the sphere.

Let's assume the sizes of Mars and Saturn are proportional to their diameters. Therefore, the radius of Mars would be half of its diameter, and the radius of Saturn would be half of its diameter.

Calculating the volume of Mars:

V_mars = (4/3) * π * (r_mars)^3
= (4/3) * π * (6,779/2)^3
≈ 163,147,707,784 cubic kilometers

Calculating the volume of Saturn:

V_saturn = (4/3) * π * (r_saturn)^3
= (4/3) * π * (116,464/2)^3
≈ 827,129,375,406,853 cubic kilometers

Now, we can determine the number of Mars-sized objects that can fit inside Saturn:

Number of Mars-sized objects = V_saturn / V_mars
≈ 827,129,375,406,853 / 163,147,707,784
≈ 5,070

Therefore, approximately 5,070 Mars-sized objects can fit inside Saturn. Please note that this is a rough estimate, assuming the objects are perfect spheres and not considering variations in shape or surface irregularities.

Jupiter;

Jupiter is the largest planet in our solar system, while Mars is significantly smaller. To give you an idea of the difference in size, let's compare their diameters.

The diameter of Jupiter is approximately 143,000 kilometers (88,800 miles), while the diameter of Mars is about 6,800 kilometers (4,200 miles).

To determine how many Mars-sized objects could fit inside Jupiter, we can divide the volume of Jupiter by the volume of Mars.

The volume of a sphere is given by the formula V = (4/3) * π * r^3, where r is the radius of the sphere.

Using the diameters provided earlier, we can calculate the volumes:

For Jupiter:
Radius = 143,000 km / 2 = 71,500 km
Volume = (4/3) * π * (71,500 km)^3 ≈ 1.43 x 10^15 cubic kilometers

For Mars:
Radius = 6,800 km / 2 = 3,400 km
Volume = (4/3) * π * (3,400 km)^3 ≈ 1.63 x 10^11 cubic kilometers

Now, dividing the volume of Jupiter by the volume of Mars:
1.43 x 10^15 cubic kilometers / 1.63 x 10^11 cubic kilometers ≈ 8,780

Therefore, approximately 8,780 Mars-sized objects could fit inside Jupiter.