A survey conducted on an Indian state shows that 1623546 people have only primary eduction : 9768678 people have secondary education, 6837954 people have higher eduction and 2684536 people are illiteratre. If the number of children below the age of school admission is 698781, find the total population of the state.

Answer

To find the total population of the state, we need to sum up the number of people in each category provided in the survey. The categories are:

1. People with only primary education: 1,623,546
2. People with secondary education: 9,768,678
3. People with higher education: 6,837,954
4. Illiterate people: 2,684,536
5. Children below the age of school admission: 698,781

Now, let's calculate the total population step by step.

### Step 1: Write down the numbers
- Primary education: 1,623,546
- Secondary education: 9,768,678
- Higher education: 6,837,954
- Illiterate: 2,684,536
- Below school admission: 698,781

### Step 2: Add the numbers together
Let's add these numbers one by one.

1. Start with primary education and secondary education:
\[ 1,623,546 + 9,768,678 = 11,392,224 \]

2. Now add the higher education:
\[ 11,392,224 + 6,837,954 = 18,230,178 \]

3. Next, add the illiterate population:
\[ 18,230,178 + 2,684,536 = 20,914,714 \]

4. Finally, add the number of children below school admission:
\[ 20,914,714 + 698,781 = 21,613,495 \]

### Final Answer
The total population of the state is **21,613,495**.

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