Answer:

Step-by-step explanation:
Here, we want to get the sucrose concentration in the remaining 300 mL
From the question:
What is left after evaporation and what has left means the initial volume was 240 mL + 300 mL = 540 mL
Now from this total of 540 mL, 35% is sucrose, which means 65% is water
After evaporation, 300 mL is left
Let us calculate the percentage of water lost
We have that as:

Now, let us get the quantity/amount of water lost
Out of the total 100% water, 44.44% was lost
if 100% translates to 65%
44.44% will translate to x%
Thus, we have that as:

What this simply means is that 28.89% of water was lost from the total 65%
The amount of water left is (65% - 28.89 %) = 36.11 %
The amount of sucrose left is thus:
