The Pie chart 1 given below shows the segregation of 40000000 candidates who have filled the form of an examination. Pie chart 2 shows the segregation 35000000 candidates who were present in the examination. The segregation in both pie charts has been done on the basis of their highest qualification.Â
Which highest qualification accounted for most number of absentees?
Candidates who applied in B.A. = $$\frac{20}{100}\times40,000,000=8,000,000$$
Candidates who appeared in B.A. = $$\frac{22}{100}\times35,000,000=7,700,000$$
=> Absentees in B.A. = $$8,000,000-7,700,000=300,000$$
Similarly, absentees in others = $$(\frac{16}{100}\times40,000,000)-(\frac{14}{100}\times35,000,000)$$
= $$6,400,000-4,900,000=1,500,000$$
Absentees in B.com = $$(\frac{21}{100}\times40,000,000)-(\frac{22}{100}\times35,000,000)$$
= $$8,400,000-7,700,000=700,000$$
Absentees in M.B.B.S. = $$(\frac{17}{100}\times40,000,000)-(\frac{14}{100}\times35,000,000)$$
= $$6,800,000-4,900,000=1,900,000$$ Â Â Â [MAX]
=> Ans - (D)
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