in an examination a candidate scores 25% of the maximum marks fails by 60 marks but another candidate secures 42% of maximum marks get 8 marks more than necessary for passing find the maximum marks and percentage necessary for passing
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let max.marks be x
25% of x +60 = passing marks
x/4 + 60 = passing marks
NOW
ANOTHER CANDIDATE
42% of x = 8 + x/4 + 60( 8 + passing marks)
0.42x - 0.25x = 68
0.17x = 68
x = 6800/7 = 400
passing marks= x/4 +60 = 100 +60 = 160
% marks necessary = 160/400 ×100 = 40%
25% of x +60 = passing marks
x/4 + 60 = passing marks
NOW
ANOTHER CANDIDATE
42% of x = 8 + x/4 + 60( 8 + passing marks)
0.42x - 0.25x = 68
0.17x = 68
x = 6800/7 = 400
passing marks= x/4 +60 = 100 +60 = 160
% marks necessary = 160/400 ×100 = 40%
siakhan044:
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