An algebra problem by Hammad Shah

Algebra Level 1

In an examination 14% students failed and 559 students passed. Determine the number of students who failed.


The answer is 91.

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5 solutions

Mohammad Khaza
Jul 29, 2017

14 14 % students failed, so passed 86 86 % students.

now, 86 86 % is= 559 559

or, 1 1 % is = 559 86 \frac{559}{86}

or, 100 100 % is= 559 × 100 86 \frac{559 \times 100}{86} = 650 650

so, the number of failed students are= 650 559 650-559 = 91 91

Dhaval Furia
Sep 12, 2015

Let total number of students be N

Let number of students who passed be P and number of students who failed be F

So N = P + F

14% students failed => F = 0.14*N

559 students passed => P = 559

Thus, N = 0.14*N + 559

=> N - 0.14*N = 559

=> 0.86*N = 559

=> N = 650

=> F = 0.14*650 = 91

Hence, number of students who failed is 91

Ramiel To-ong
Sep 13, 2015

nice sol. Furia

Noreen Marpuri
Sep 13, 2015

559/.86 = 650 X .14 = 91 .

Azadali Jivani
Sep 13, 2015

Total students = X
students failed =14X/100
students passed = 559
So.....14X/100 = X - 559
Therefore X = 650
650 - 559 = 91(Ans.)




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