Math, asked by besties57, 1 year ago

hi

In an examination 96% of the candidates passed, and 50 failed how many candidates appeared?


Answer plzz

First answer will be brainlest

Answers

Answered by BrainlyQueen01
79

Hi there!


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Solution :


Let the number of candidates appeared be x.


Percentage of those who passed = 96 %


Percentage of those who failed


⇒ ( 100 - 96 )%


⇒ 4 %


Number of failures = 4% of x.


∴ 4 % of x = 50


⇒ 4 / 100 * x = 50


⇒ x / 25 = 50


⇒ x = 25 × 50


⇒ x = 1250.


Hence,


The number of candidates appeared is 1250.


Alternative method :


Let the number of candidates appeared be 100.


Then,


The number of candidates who passed = 96.


Number of failures = (100 - 96) = 4


If there are 4 failures, then total number of candidates = 100.


If there are 50 failures, then total number of candidates


⇒ ( 100 / 4 × 50)


⇒ ( 25 × 50 )


⇒ 1250.



Hence,


The number of candidates appeared is 1250.


_______________________


Thanks for the question !


☺️☺️☺️



BrainlyQueen01: Thanks
besties57: Thank u
Answered by AarohiG
49

Hello friend ✌️✌️


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Let us take no of candidates be x.


Those who passed = 96 %


Those who failed = 4 %


No of failed candidates = 4% of x


∴ 4 % of x = 50


⇒ 4x / 100 = 50


⇒ 4x = 5000


⇒ x = 1250


Hence, the no of candidates = 1250.


_______________________


Hope it helps ☺️❤️☺️



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