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3 years ago trust me was thrice has old has Nazma 10 years later Rashmi will be twice has hold as Nazma what are the present age of both?
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3 years ago trust me was thrice has old has Nazma 10 years later Rashm...
To solve the problem of the current ages of Trust Me and Nazma, let’s break it down step by step.

Given Information:
- **Three years ago**, Trust Me was thrice as old as Nazma.
- **Ten years later**, Rashmi will be twice as old as Nazma.

Let’s Define Variables:
- Let **N** = Current age of Nazma.
- Let **T** = Current age of Trust Me.

Formulating the Equations:
1. **From three years ago**:
- Trust Me's age = T - 3
- Nazma's age = N - 3
- Equation: T - 3 = 3(N - 3)
2. **From ten years later**:
- Nazma's age = N + 10
- Rashmi's age = ? (not defined here, but we focus on Nazma)
- Equation: Rashmi's age = 2(N + 10) (This equation will be used if we had Rashmi's current age for further clarity)

Solving the First Equation:
- Expand the first equation:
T - 3 = 3N - 9
T = 3N - 6

Finding Current Ages:
- Since we only have one equation, we can express Trust Me's age in terms of Nazma's.
- To find specific ages, we need additional information (e.g., Rashmi's current age) to get a unique solution.

Conclusion:
- If you have Rashmi's current age, substitute it into the second condition to find a numerical solution for N and T.
- Currently, we have:
T = 3N - 6
Use this relationship to find specific ages once additional information is available.
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3 years ago trust me was thrice has old has Nazma 10 years later Rashmi will be twice has hold as Nazma what are the present age of both?
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