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The given ven diagram represents the students who can speak different languages. According to it, the total number of students who can speak exactly two languages is ___.

The given ven diagram represents the students who can speak different languages. According to it, the total number of students who can speak exactly two languages is ___. Correct Answer L+M+O

Related Questions

In the given Venn diagram, ‘Group A’ represents those who can speak ‘English’, ‘Group B’ represents those who can speak ‘Hindi’, and ‘Group C’ represents those who can speak ‘Marathi’. The numbers given in the diagram represent the number of persons in that particular category. How many persons can speak exactly two languages?
There are 50 students admitted to a nursery class. Some students can speak only English and some can speak only Hindi. 10 students can speak both English and Hindi. If the number of students who can speak English is 21, then how many students can speak Hindi, how many can speak only Hindi and how many can speak only English?
There are 50 students admitted to a nursery class. Some students can speak only English and some can speak only Hindi.10 students can speak both English and Hindi. If the number of students who can speak English is 21, then how many students can speak Hindi, how many can speak only Hindi, and how many can speak only English?
There are 21 persons and there are three languages - French German and Japanese. 10 persons speak German, 12 persons speak Japanese, and 10 persons speak French. 4 can speak only French and 5 can speak only Japanese. 4 can speak French as well as German. 3 persons can speak all languages. How many persons speak Japanese and German?
Employees of a company can speak three languages, 40% can speak Hindi, 15% can speak both Hindi and English, 10% can speak all the three languages. If 15% can speak only Hindi and 20% can speak only Urdu, then what percent of total employees can speak only Hindi or Urdu or both?
An international conference is attended by 65 people. They all speak at least one of English, French and German language. Suppose 15 speak English and French, 13 speak English and German, 12 speak French and German, and 5 speak all the three languages. A total of 30 people can speak German and 30 can speak French. What is the number of people who can speak only English
Students of a class can speak two languages- Hindi and English and some students can speak both languages. If out of the total students, 50% can speak Hindi out of which 16(2/3)% can also speak English, which is 10, then how many students can speak English?
In a town 85 people speak Telugu, 40 people speak Oriya and 32 people speak Punjabi. 32 people speak Telugu and Oriya, 13 people speak Telugu and Punjabi and 10 people speak Oriya and Punjabi. The number of people who can speak all three languages is 5. How many people can speak only Telugu?
In a class of 65 students, 27 speak Hindi, 21 speak English and 17 speak Bangla. 7 speak only English and Hindi, 6 speak only Hindi and Bangla and 5 speak only English and Bangla. If 12 speak only Hindi then how many speak all the three languages.
Study the accompanying Venn diagram that represents groups of persons speaking five different languages as follows. Oblong circle = Marathi ; Rectangle = Kannada, Circle = English, Triangle = Gujarati, Equilateral quadrangle = Hindi Using above information select the false statement/s from following list. (a) Area c represent persons speaking 5 languages but area d represents persons speaking 4 languages only. (b) Areas b and d represent persons speaking same number of languages. (c) Areas f, b and e represent persons speaking same languages. (d) Areas g and h represent persons who speak two languages only.