< Question 7 of 10<br>This Venn diagram shows the makeup of attendees at a<br>college social event sponsored by the French Club. The event<br>is open to all students. There are 20 students at the party who<br>Attendees at Prench Club party<br>are fluent in French. There are 35 students at the party who<br>are fluent in English. There are 115 students at the party.<br>Use the Venn diagram and given information to find the<br>probability that a student selected at random is fluent in both<br>French and English. Assume the chance of being selected is<br>the same for each student. Express your answer as a<br>25<br>10<br>percentage rounded to one decimal place.<br>Fluent English<br>speakers<br>Fluent French<br>speakers<br>DELL<br>&<br>7<br>8<br>9.<br>

Extracted text: < question="" 7="" of="" 10="" this="" venn="" diagram="" shows="" the="" makeup="" of="" attendees="" at="" a="" college="" social="" event="" sponsored="" by="" the="" french="" club.="" the="" event="" is="" open="" to="" all="" students.="" there="" are="" 20="" students="" at="" the="" party="" who="" attendees="" at="" prench="" club="" party="" are="" fluent="" in="" french.="" there="" are="" 35="" students="" at="" the="" party="" who="" are="" fluent="" in="" english.="" there="" are="" 115="" students="" at="" the="" party.="" use="" the="" venn="" diagram="" and="" given="" information="" to="" find="" the="" probability="" that="" a="" student="" selected="" at="" random="" is="" fluent="" in="" both="" french="" and="" english.="" assume="" the="" chance="" of="" being="" selected="" is="" the="" same="" for="" each="" student.="" express="" your="" answer="" as="" a="" 25="" 10="" percentage="" rounded="" to="" one="" decimal="" place.="" fluent="" english="" speakers="" fluent="" french="" speakers="" dell="" &="" 7="" 8="">

Jun 09, 2022
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