Among 300 people, 56% like strawberry jam, 44% like apple jam, and 40% like raspberry jam. If 30% of the people like both strawberry and apple jam, what is the largest possible number of people who like raspberry jam but do not like either strawberry or apple jam?  Choose the correct choice:
A) 20  B) 60  C) 80  D) 86  E) 90
56%+44%-30%=70% who like either Strawberry, Apple, or both.   That means 100%-70% 56 +44 -30= 
<gadget id="calculator">56 +44 -30</gadget>
<output>70</output>
70% who like either Strawberry, Apple, or both.   That means 100%-70% = 30% do not like either Apple of Strawberry jam.   30% is the most possible that like raspberry jam but do not like either strawberry or apple (assuming nobody in the group does not like any)   90  100 -70= 
<gadget id="calculator">  100 -70</gadget>
<output>30</output>
30% do not like either Apple of Strawberry jam.   30% is the most possible that like raspberry jam but do not like either strawberry or apple (assuming nobody in the group does not like any)   90
<result>E</result>
Among 300 people, 56% like strawberry jam, 44% like apple jam, and 40% like raspberry jam. If 30% of the people like both strawberry and apple jam, what is the largest possible number of people who like raspberry jam but do not like either strawberry or apple jam?