In an examination, a candidate A scores 30% and fails by 40 marks while other candidate B scores 40% and get 20 marks more than the minimum pass marks.Find the maximum and minimum pass marks.
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Let Total marks be ‘T’ and minimum marks to pass be ‘M’
From the given data,
(30T/100) = M - 5 ………(1)
(40T/100) = M + 10 …….(2)
From (2) we get,
M = (40T/100) - 10 …..(3)
Now, put (3) in (1)
(30T/100) = M - 5
(30T/100) = [(40T/100) - 10] - 5
=> (30T/100) = (40T/100) - 15
=> (30T/100) = ([40T - 1500]/100)
=> 30T = 40T - 1500
=> 10T = 1500
=> T = 150
Now, Put T = 150 in (1) or (2)
We get M = 45 + 5 = 50
The minimum marks required to pass = M = 50.
From the given data,
(30T/100) = M - 5 ………(1)
(40T/100) = M + 10 …….(2)
From (2) we get,
M = (40T/100) - 10 …..(3)
Now, put (3) in (1)
(30T/100) = M - 5
(30T/100) = [(40T/100) - 10] - 5
=> (30T/100) = (40T/100) - 15
=> (30T/100) = ([40T - 1500]/100)
=> 30T = 40T - 1500
=> 10T = 1500
=> T = 150
Now, Put T = 150 in (1) or (2)
We get M = 45 + 5 = 50
The minimum marks required to pass = M = 50.
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