Three competing juice makers conducted a blind taste test with mall shoppers. The shoppers could choose to taste any number of the three brands of juices but had to select at least one juice that they liked. If 100 shoppers liked brand J, 200 shoppers liked brand K, 700 shoppers liked brand L, 250 shoppers liked exactly 2 juices, and 50 shoppers liked all three juices, how many shoppers took the taste test? Choose the correct choice from the following options:
A) 1,300
B) 1,000
C) 900
D) 700
E) 650
Given: Atleast 1 juice was liked by the participants. --&gt; Neither = 0   Assume, I --&gt;No overlap between the sets   II --&gt; Overlap between 2 sets   III --&gt; Overlap between 3 sets   I + 2*(II) + 3*(III) = 100 + 200 + 700   I + 2*(250) + 3*(50) = 1000   I = 350   Total number of shoppers who took the taste test = I + II + III = 350 + 250 + 50= 
<gadget id="calculator">350 + 250 + 50</gadget>
<output>650</output>
650   Answer: 650
<result>E</result>
Three competing juice makers conducted a blind taste test with mall shoppers. The shoppers could choose to taste any number of the three brands of juices but had to select at least one juice that they liked. If 100 shoppers liked brand J, 200 shoppers liked brand K, 700 shoppers liked brand L, 250 shoppers liked exactly 2 juices, and 50 shoppers liked all three juices, how many shoppers took the taste test?