pankaj got 15 mark less than charu ,charu got 5 mark more than rohit total =112
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Answered by
15
Let the marks obtained by Rohit be x
So According to the question,
Charu's marks = Rohit + 5
=> Charu = x + 5
Now Pankaj's marks = Charu - 15
=> Pankaj = x + 5 - 15
=> Pankaj = x - 10
Now given total = 112
=> Pankaj + Charu + Rohit = 112
=> x - 10 + x + 5 + x = 112
=> 3x - 5 = 112
=> 3x = 112 + 5
=> 3x = 117
=> x = 117/3
=> x = 39
Since x = Rohit,
=> Rohit = 39
And, Charu = x + 5
=> Charu = 39 + 5
=> Charu = 44
And Pankaj = x - 10
=> Pankaj = 39 - 10
=> Pankaj = 29 marks
So,
Rohit = 39
Charu = 44
Pankaj = 29
Hope it helps dear friend ☺️✌️
So According to the question,
Charu's marks = Rohit + 5
=> Charu = x + 5
Now Pankaj's marks = Charu - 15
=> Pankaj = x + 5 - 15
=> Pankaj = x - 10
Now given total = 112
=> Pankaj + Charu + Rohit = 112
=> x - 10 + x + 5 + x = 112
=> 3x - 5 = 112
=> 3x = 112 + 5
=> 3x = 117
=> x = 117/3
=> x = 39
Since x = Rohit,
=> Rohit = 39
And, Charu = x + 5
=> Charu = 39 + 5
=> Charu = 44
And Pankaj = x - 10
=> Pankaj = 39 - 10
=> Pankaj = 29 marks
So,
Rohit = 39
Charu = 44
Pankaj = 29
Hope it helps dear friend ☺️✌️
Answered by
5
We can easily find out that we can relate the marks of Pankaj as well as of Charu with Rohit.
Therefore we assume the marks of Rohit be a variable like ' x '.
Marks of Rohit = x
Accordingly,
Marks of Charu = ( x + 5 )
Marks of Pankaj = ( x + 5 ) - 15 = x + 5 - 15 = ( x - 10 )
Now,
It is given that the sum of the marks of these three is 112.
So,
( x ) + ( x + 5 ) + ( x - 10 ) = 112
x + x + 5 + x - 10 = 112
3x - 5 = 112
3x = 112 + 5
3x = 117
x = 117 / 3
x = 39
Therefore,
Marks of Rohit = x = 39
Marks of Charu = x + 5 = 44
Marks of Pankaj = x - 10 = 29
Therefore we assume the marks of Rohit be a variable like ' x '.
Marks of Rohit = x
Accordingly,
Marks of Charu = ( x + 5 )
Marks of Pankaj = ( x + 5 ) - 15 = x + 5 - 15 = ( x - 10 )
Now,
It is given that the sum of the marks of these three is 112.
So,
( x ) + ( x + 5 ) + ( x - 10 ) = 112
x + x + 5 + x - 10 = 112
3x - 5 = 112
3x = 112 + 5
3x = 117
x = 117 / 3
x = 39
Therefore,
Marks of Rohit = x = 39
Marks of Charu = x + 5 = 44
Marks of Pankaj = x - 10 = 29
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