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. ?

Option 4 : None but (c)

The given information is:

Oblong circle = Marathi 

Rectangle = Kannada

Circle = English

Triangle = Gujarati

Equilateral quadrangle = Hindi

[ alt="F11 Savita Engineering 21-4-22 D19" src="//storage.googleapis.com/tb-img/production/22/04/F11_Savita_Engineering_21-4-22_D19.png" style=" width: 232px; height: 295px;">

The given statements are:

(a) Area c represents persons speaking 5 languages but area d represents persons speaking 4 languages only → True

As C represents all the given languages and d represents 4 languages except Marathi.

(b) Areas b and d represent persons speaking the same number of languages → True

As b and d represent the persons speaking the 4 languages each.

(c) Areas f, b, and e represent persons speaking the same languages → False

As f and b represent persons speaking 4 languages whereas e represent the persons speaking 3 languages.

(d) Areas g and h represent persons who speak two languages only → True

Hence, the correct answer is Option 4).