569 mol * 54.938 g/mol
7.098 * 10^4/ 22 g/cm^3
I don't see a question.
I’m confused how to do it. Because when I search it up, it’s like they divide the answer by like 100.
I'm somewhat confused by your confusion but on my calculator I get
569 mol * 54.938 g/mol = 3.1259722 g which rounds to 3.12E4.g which is to three(3) significant figures.
And 7.098 * 10^4/ 22 g/cm^3 = I guess you meant
7.098 * 10^4 g/22 g/cm^3 = 3.22636E-1 which rounds to 0.32 which is to two significant figures.
If I have misunderstood, please clue me in.
To find the answer to the first calculation, you need to multiply the number of moles (569 mol) by the molar mass (54.938 g/mol).
So, the calculation would be:
569 mol * 54.938 g/mol = 31,261.122 g
Therefore, the product of 569 mol and 54.938 g/mol is 31,261.122 g.
Now, let's move on to the second calculation.
To find the answer for the second calculation, you need to divide the given number (7.098 * 10^4) by the units provided (22 g/cm^3).
So, the calculation would be:
7.098 * 10^4/22 g/cm^3 = 3.226 * 10^3 cm^3/g
Therefore, the quotient of 7.098 * 10^4 divided by 22 g/cm^3 is 3.226 * 10^3 cm^3/g.