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Sum of Raju and Ravi age is 1 less than Ramu. After one year Sum of Raju and Ravi age is equal to Ramu’s age. After another year Sum of Raju and Ravi is 1 more than Ramu’s age. If the sum of Raju, Ravi and Ramu’s age is 23. Then what is the age of Ramu?
- a)11
- b)12
- c)13
- d)14
- e)Cannot be determined
Correct answer is option 'B'. Can you explain this answer?
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Verified Answer
Sum of Raju and Ravi age is 1 less than Ramu. After one year Sum of Ra...
X+Y+Z = 23
X+Y+1 = Z
Z = 12
X+Y+1 = Z
Z = 12
Most Upvoted Answer
Sum of Raju and Ravi age is 1 less than Ramu. After one year Sum of Ra...
A- raju age
B- ravi age
C- ramu age
As per the question
A+B=C-1........(1)
A+B+C=23......(2)
Taking the value of A+B, from equation one and substitute it in equation 2 then it becomes
C-1+C= 23
2C=24
C= 12
B- ravi age
C- ramu age
As per the question
A+B=C-1........(1)
A+B+C=23......(2)
Taking the value of A+B, from equation one and substitute it in equation 2 then it becomes
C-1+C= 23
2C=24
C= 12
Community Answer
Sum of Raju and Ravi age is 1 less than Ramu. After one year Sum of Ra...
Let's assume Raju's age as 'x', Ravi's age as 'y' and Ramu's age as 'z'.
According to the given condition,
x + y = z - 1 ----(1)
After one year, their ages will be x+1, y+1 and z+1 respectively.
So, according to the second condition,
x+1 + y+1 = z+1
x + y + 2 = z + 1
x + y = z - 1 ----(2)
Comparing equation (1) and equation (2), we can see that they are the same.
Therefore, the given conditions are redundant and cannot be solved uniquely. We can only say that the sum of Raju and Ravi's ages is 1 less than Ramu's age and after one year, their ages will be equal.
According to the given condition,
x + y = z - 1 ----(1)
After one year, their ages will be x+1, y+1 and z+1 respectively.
So, according to the second condition,
x+1 + y+1 = z+1
x + y + 2 = z + 1
x + y = z - 1 ----(2)
Comparing equation (1) and equation (2), we can see that they are the same.
Therefore, the given conditions are redundant and cannot be solved uniquely. We can only say that the sum of Raju and Ravi's ages is 1 less than Ramu's age and after one year, their ages will be equal.
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Sum of Raju and Ravi age is 1 less than Ramu. After one year Sum of Raju and Ravi age is equal to Ramu’s age. After another year Sum of Raju and Ravi is 1 more than Ramu’s age. If the sum of Raju, Ravi and Ramu’s age is 23. Then what is the age of Ramu?a)11b)12c)13d)14e)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer?
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Sum of Raju and Ravi age is 1 less than Ramu. After one year Sum of Raju and Ravi age is equal to Ramu’s age. After another year Sum of Raju and Ravi is 1 more than Ramu’s age. If the sum of Raju, Ravi and Ramu’s age is 23. Then what is the age of Ramu?a)11b)12c)13d)14e)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Sum of Raju and Ravi age is 1 less than Ramu. After one year Sum of Raju and Ravi age is equal to Ramu’s age. After another year Sum of Raju and Ravi is 1 more than Ramu’s age. If the sum of Raju, Ravi and Ramu’s age is 23. Then what is the age of Ramu?a)11b)12c)13d)14e)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Sum of Raju and Ravi age is 1 less than Ramu. After one year Sum of Raju and Ravi age is equal to Ramu’s age. After another year Sum of Raju and Ravi is 1 more than Ramu’s age. If the sum of Raju, Ravi and Ramu’s age is 23. Then what is the age of Ramu?a)11b)12c)13d)14e)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer?.
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