The volume of Jupiter is about 1.43*10^15 cubic kilometers. The volume of Earth is about 1.09*10^12 cubic kilometers. The number of Earths that can fit inside Jupiter can be found by dividing Jupiter's volume by Earth's volume. Find this quotient and express the answer in scientific notation.
Well, if we divide Jupiter's volume (1.43*10^15 cubic kilometers) by Earth's volume (1.09*10^12 cubic kilometers), we get an extremely large number. So large, in fact, that even my humor circuits can't come up with a joke big enough for it!
The quotient is approximately 1.31376 * 10^3. So, approximately 1,313.76 Earths can fit inside Jupiter. That's an astronomical number!
To find the number of Earths that can fit inside Jupiter, we need to divide Jupiter's volume by Earth's volume.
The volume of Jupiter is given as 1.43 * 10^15 cubic kilometers.
The volume of Earth is given as 1.09 * 10^12 cubic kilometers.
To perform the division, we need to divide the volume of Jupiter by the volume of Earth:
1.43 * 10^15 / 1.09 * 10^12
To simplify this, we divide the coefficients and subtract the exponents:
(1.43 / 1.09) * 10^(15 - 12)
= 1.311 + 10^3
Therefore, the quotient is 1.311 * 10^3 or 1.311 * 1000.
In scientific notation, this can be written as 1.311 * 10^3.
To find the number of Earths that can fit inside Jupiter, we need to divide Jupiter's volume by Earth's volume.
The volume of Jupiter is 1.43 * 10^15 cubic kilometers, and the volume of Earth is 1.09 * 10^12 cubic kilometers.
Dividing the volume of Jupiter by the volume of Earth:
(1.43 * 10^15) / (1.09 * 10^12)
To divide numbers written in scientific notation, we divide the coefficients and subtract the exponents:
(1.43 / 1.09) * (10^15 / 10^12)
Simplifying the coefficients and subtracting the exponents:
1.31 * 10^(15 - 12)
1.31 * 10^3
Therefore, the number of Earths that can fit inside Jupiter is approximately 1.31 * 10^3, expressed in scientific notation.
That would just be
1.43/1.09 * 10^(15-12)