Question

The average radius of Jupiter is 4.34 x 10^4 miles. The average sun radius of the sun is 4.32 x 10^5. How many times greater is the average radius of the sun?

Answer 1

To determine how many times greater the Sun's radius is compared to Jupiter, divide the Sun's radius (695,700 km) by Jupiter's radius (71,400 km), resulting in the Sun being approximately 9.75 times greater than Jupiter in size.

Step-by-step explanation:

The question asks how many times greater the average radius of the Sun is compared to that of Jupiter. To find this, we will divide the Sun's radius by Jupiter's radius. The radius of Jupiter is given as 71,400 km, while the radius of the Sun is much larger at 695,700 km.

Calculating the ratio, we get:

1. Radius of the Sun / Radius of Jupiter = 695,700 km / 71,400 km.
2. This simplifies to approximately 9.745.

Therefore, the average radius of the Sun is roughly 9.75 times greater than that of Jupiter.

Answer 2

The average radius of sun is approximately 9.95 times the average radius of Jupiter.

Step-by-step explanation:

We are given the following in the question:

Average radius of Jupiter =

`4.34* 10^(4)\text{ miles}`

Average radius of the sun =

`4.32* 10^(5)`

Relation between average radius of sun and average radius of Jupiter =

`\displaystyle\frac{\text{Average radius of Sun}}{\text{Average radius of Jupiter}}\\\\= (4.32* 10^(5))/(4.34* 10^(4))\\\\\displaystyle\frac{\text{Average radius of Sun}}{\text{Average radius of Jupiter}} = 9.953917\\\\\text{Average radius of Sun} \approx 9.95* \text{(Average radius of Jupiter)}`

Thus, the average radius of sun is approximately 9.95 times the average radius of Jupiter.