Let's solve each of these problems step-by-step.
1. Calculating [tex]\( 617.84 \, g \div 47.4 \, mL \)[/tex]:
- To find the result of [tex]\( \frac{617.84 \, g}{47.4 \, mL} \)[/tex], simply divide the numerator by the denominator.
- Performing the division:
[tex]\[
617.84 \, g \div 47.4 \, mL = 13.034599156118144 \, \frac{g}{mL}
\][/tex]
- Therefore,
[tex]\[
617.84 \, g \div 47.4 \, mL = 13.0346 \, \frac{g}{mL} \, (\text{rounded to four decimal places})
\][/tex]
2. Calculating [tex]\( 773.8 \, m \div 56.75 \, s \)[/tex]:
- To find the result of [tex]\( \frac{773.8 \, m}{56.75 \, s} \)[/tex], simply divide the numerator by the denominator.
- Performing the division:
[tex]\[
773.8 \, m \div 56.75 \, s = 13.635242290748899 \, \frac{m}{s}
\][/tex]
- Therefore,
[tex]\[
773.8 \, m \div 56.75 \, s = 13.6352 \, \frac{m}{s} \, (\text{rounded to four decimal places})
\][/tex]
3. Calculating [tex]\( 20.947 \, \frac{g}{mL} \times 29 \, mL \)[/tex]:
- To find the result of [tex]\( 20.947 \, \frac{g}{mL} \times 29 \, mL \)[/tex], simply multiply the two numbers.
- Performing the multiplication:
[tex]\[
20.947 \, \frac{g}{mL} \times 29 \, mL = 607.463 \, g
\][/tex]
- Therefore,
[tex]\[
20.947 \, \frac{g}{mL} \times 29 \, mL = 607.463 \, g
\][/tex]
Putting it all together, we get the final results as follows:
[tex]\[
\begin{array}{l}
617.84 \, g \div 47.4 \, mL = 13.0346 \, \frac{g}{mL} \\
773.8 \, m \div 56.75 \, s = 13.6352 \, \frac{m}{s} \\
20.947 \, \frac{g}{mL} \times 29 \, mL = 607.463 \, g \\
\end{array}
\][/tex]
