A student score 46% of maximum marks and declared fail by 55 marks while another student who scored 81% of maximum, having 15 marks more than to qualify the examination, then the maximum and the passing marks are respectively
a)
(200, 127)
b)
(200, 147)
c)
(127, 200)
d)
(147, 200)
A student score 46% of maximum marks and declared fail by 55 marks while another student who scored 81% of maximum, having 15 marks more than to qualify the examination, then the maximum and the passing marks are respectively
a)
(200, 127)
b)
(200, 147)
c)
(127, 200)
d)
(147, 200)
Question ID - 55693 | SaraNextGen Top Answer
A student score 46% of maximum marks and declared fail by 55 marks while another student who scored 81% of maximum, having 15 marks more than to qualify the examination, then the maximum and the passing marks are respectively
a)
(200, 127)
b)
(200, 147)
c)
(127, 200)
d)
(147, 200)
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A student score 46% of maximum marks and declared fail by 55 marks while another student who scored 81% of maximum, having 15 marks more than to qualify the examination, then the maximum and the passing marks are respectively |
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|
a) |
(200, 127) |
b) |
(200, 147) |
c) |
(127, 200) |
d) |
(147, 200) |
Let the maximum marks of examination be 
According to problem, we have
Passing marks of both students must be equal
∴ 
∴ Passing marks=
or 
Required answer (200, 147)
Alternative Method (Using F-8(ii)):
Here, 
∴ Maximum marks (
and passing marks=