run scored by Rahul in a maths or 38 more than the ball fixed by without the number of ball faced by Rahul saying less than the run scored by Virat if together they have scored 144 runs and the ball face by Rahul or eating more than those faced by Virat find the number of run scored by rahul.
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Answer:
Let's assume that Rahul scored "x" runs and faced "y" balls.
According to the given information, Rahul scored "38 more than the balls faced by him". This can be written as:
x = y + 38
Also, the number of balls faced by Rahul is more than the number of balls faced by Virat. Let's assume that Virat faced "z" balls. This means that:
y > z
Now, we know that the total runs scored by Rahul and Virat together is 144. This can be written as:
x + v = 144
Substituting the value of x from the first equation:
(y + 38) + v = 144
Simplifying the equation:
y + v = 106
We also know that the number of balls faced by Rahul is more than the number of balls faced by Virat. This means that:
y = z + k (where k is some positive integer)
Substituting this value of y in the above equation:
z + k + v = 106
Since we know that Rahul faced more balls than Virat, we can assume that Virat faced the minimum number of balls possible. Let's assume that Virat faced 20 balls. This means that:
z = 20
Substituting this value of z in the above equation:
20 + k + v = 106
Simplifying the equation:
k + v = 86
Now, we need to find the number of runs scored by Rahul, which is "x".
Substituting the value of x from the first equation:
x = y + 38
x = (z + k) + 38
x = 20 + k + 38
x = k + 58
Substituting this value of x in the equation x + v = 144:
(k + 58) + v = 144
k + v = 86
We have two equations:
k + v = 86
k + v = 86
Subtracting the second equation from the first equation, we get:
0 = 0
This means that the value of k can be any number.
Therefore, we cannot determine the exact number of runs scored by Rahul without additional information.
However, we can say that Rahul scored "k + 58" runs, where "k" is some positive integer.