find out median and median ratio of following three: 
Ninad Anand Yedurkar	1,49,400/-
Ishani Dhupar	1,44,000/-
Yogesh Laxman Rajhans	7,49,400/-


Let's break down the values first:

- Ninad Anand Yedurkar: ₹1,49,400
- Ishani Dhupar: ₹1,44,000
- Yogesh Laxman Rajhans: ₹7,49,400

### Step 1: Organize the values in ascending order:
- ₹1,44,000
- ₹1,49,400
- ₹7,49,400

### Step 2: Find the median
Since there are three values, the median will be the second number in the sorted list:

**Median** = ₹1,49,400

### Step 3: Calculate the median ratio
To find the median ratio, we'll compare the median to each value.

#### Median ratio (compared to Ishani Dhupar):
\[
\text{Median ratio} = \frac{1,49,400}{1,44,000} = 1.0375
\]

#### Median ratio (compared to Ninad Anand Yedurkar):
\[
\text{Median ratio} = \frac{1,49,400}{1,49,400} = 1
\]

#### Median ratio (compared to Yogesh Laxman Rajhans):
\[
\text{Median ratio} = \frac{1,49,400}{7,49,400} = 0.1993
\]

### Summary:
- **Median**: ₹1,49,400
- **Median ratios**:
  - Ishani Dhupar: 1.0375
  - Ninad Anand Yedurkar: 1
  - Yogesh Laxman Rajhans: 0.1993

Would you like more details or have any further questions?

Here are 5 related questions for you to explore:
1. How is the median ratio useful in analyzing salaries?
2. What would happen if there were an even number of salaries?
3. Can we calculate the mean and compare it with the median in this case?
4. What is the impact of outliers like ₹7,49,400 on median calculations?
5. How would you calculate the mode if the data set had repeating values?

**Tip:** Median is less affected by outliers, which makes it more reliable in skewed data compared to the mean.

find out median and median ratio of following three: Ninad Anand Yedurkar 1,49,400/- Ishani Dhupar 1,44,000/- Yogesh Laxman Rajhans 7,49,400/-

Learn how to find the median and median ratio for the salaries ₹1,49,400, ₹1,44,000, and ₹7,49,400. This problem involves sorting values, calculating the median, and computing ratios. Suitable for students in Grades 6-8.

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