Question

Convert 0.625g/L to g/cm

Answer 1

Do you mean
Convert \(~0.625 \dfrac{g}{L}~\) to \(~\dfrac{g}{cm^3} \) ?

Answer 2

\[0.625 \frac{g}{L} = x \frac{g}{cm^3}\]\[\frac{0.625}{L} = \frac{x}{cm^3}\]\[\frac{0.625}{1000 cm^3} = \frac{x}{cm^3}\]\[\frac{0.625}{1000} = x\]

Answer 3

You need to know that

\(1 L = 1000 ~mL\) and \(1~mL = 1 ~cm^3 \therefore 1~ L = 1000 ~cm^3\)

\(0.625 \dfrac{g}{L} \times \dfrac{1~L}{1000~cm^3} = \dfrac{0.625}{1000}
\dfrac{g}{cm^3} \)

Answer 4

Not correct.

This is correct:
\(1~L = 1000~mL = 1000~cm^3\)

Answer 5

That's what I meant.

Answer 6

Ok, I figured, since you did the problem well.

Answer 7

I did it my way.