If 10g of salt is added to 50 g of water, what is the mass of the solution?
Answers
Answer:
Here salt is solute and is 10g , whereas water is solvent and has weight of 100g. So the total mass of the Solution will be 100g + 10g = 110g
Answer:
We need to find the Mass% of the solution , that contains 10g of salt mixed with 100g of water. Mass % can be calculated by dividing the mass of solute divided by total mass of solution ( solute + solvent) times 100 .
Here salt is solute and is 10g , whereas water is solvent and has weight of 100g. So the total mass of the Solution will be 100g + 10g = 110g . Now let's Calculate the mass percentage .
\begin{gathered}\sf\dashrightarrow Mass\% =\dfrac{Mass_{(Solute)}}{Mass_{(Solution)}}\times 100 \\\\\sf\dashrightarrow Mass\% = \dfrac{ 10g}{100g + 10g}\times 100 \\\\\sf\dashrightarrow Mass\% = \dfrac{ 10g}{110g}\times 100 \\\\\sf\dashrightarrow Mass\% = \dfrac{ 100}{11}\% \\\\\sf\dashrightarrow \boxed{\pink{\sf Mass\% = 9.09 \approx 9\% }}\end{gathered}
⇢Mass%=
Mass
(Solution)
Mass
(Solute)
×100
⇢Mass%=
100g+10g
10g
×100
⇢Mass%=
110g
10g
×100
⇢Mass%=
11
100
%
⇢
Mass%=9.09≈9%