Okay, here we have this:
We obtain the following equation.
Let's take x as pounds of sugar, and y as pound of strawberries:
x(Sugar Costs)+y(Strawberries cost)=Total Cost
x(1.80)+y(2.50)=19.40
We are going to replace the coordinates of each point to see which one satisfies the total cost:
Point A (0,0):
x(1.80)+y(2.50)=19.40
0(1.80)+0(2.50)=19.40
0+0=19.40
0=19.40 (We can see that this equality is false, therefore the option is incorrect)
Point B (8,2):
x(1.80)+y(2.50)=19.40
8(1.80)+2(2.50)=19.40
14.4+5=19.40
19.40=19.40 (This equality is true, therefore this option may be correct, however let's analyze the rest)
Point C (6,1)
x(1.80)+y(2.50)=19.40
6(1.80)+1(2.50)=19.40
10.8+2.5=19.4
13.3=19.4 (We can see that this equality is false, therefore the option is incorrect)
Point D (7, 5)
x(1.80)+y(2.50)=19.40
7(1.80)+5(2.50)=19.40
12.6+12.5=19.40
25.1=19.4 (We can see that this equality is false, therefore the option is incorrect)
Finally we obtain that the correct answer is the Point B.