Direction: Consider the following scenario to answer the questions.The...
Explanation:
To solve this question, we need to use the information provided in the scenario. Let's break down the given information step by step:
1. The sum of money with Ankit and Golu is equal to money with Sheetal.
- Let's assume the amount of money with Ankit is 'A' and the amount of money with Golu is 'G'. According to the given information, A + G = Sheetal's money.
- We don't know the exact values of A, G, and Sheetal's money, but we can represent them as variables.
2. The total money with all three of them is Rs 150.
- This means that the sum of Ankit's money, Golu's money, and Sheetal's money is equal to Rs 150.
- Mathematically, A + G + Sheetal's money = Rs 150.
Analysis:
From the given information, we can write two equations:
1. A + G = Sheetal's money
2. A + G + Sheetal's money = Rs 150
Now, let's try to solve these equations to find the value of Golu's money.
Solution:
Substituting the value of Sheetal's money from equation 1 into equation 2, we get:
A + G + (A + G) = Rs 150
2A + 2G = Rs 150
Simplifying the equation, we have:
2(A + G) = Rs 150
A + G = Rs 150/2
A + G = Rs 75
Since the amount of money with Golu is represented by 'G', we can conclude that Golu has Rs 75.
Answer:
Therefore, the amount of money present with Golu is Rs 75. Hence, the correct answer is option 'c) Rs 75'.
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