Question

4A | Arithmetic 9. In an examination 49.3% of total student appeared, passed successfully. If the number of successful candidates are 23128 how many students appeared (approx.) in the exam? (A) 46913 (B) 45913 (C) 47913 (D) 46000 (E) None of these Inc in an hour and Saf​

Answer 1

Answer:

yes or no I don't think so much more than one day you will never forget you want to be a good time with your friends with your family is the class MCQ ebb DG mw me to be a good time with your family is the class MCQ ebb DG mw me to get a good time for you and your family and your friends with your friends and family and

Answer 2

(A) 46913

The approximate number of students appeared in the exam =  46913

Explanation:

Let x be the total number of student appeared.

Given : In an examination 49.3% of total student appeared, passed successfully.

i.e. Number of total student appeared, passed successfully = 49.3% of x =0.493x

If the number of successful candidates are 23128 , then we have

$0.493x=23128\\\\\Rightarrow\ x=\dfrac{23128}{0.493}=46912.7789047\approx46913.$

Hence, the approximate number of students appeared in the exam =  46913

Therefore , the correct answer is (A) 46913 .

The approximate number of students appeared in the exam =  46913