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The average of the following set of digits 232, 149, 208, 301, a, 399, 414 is 269. Find the value of a:


1. 280
2. 170
3. 180
4. 249

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Correct Answer - Option 3 : 180

Given:

The average of digits = 269

Set of 7 digits 232, 149, 208, 301, a, 399, 414

Formula used:

Average = Sum of all observation/Number of observation

Calculation:

Number of digit = 7

⇒ Sum of digits = 232 + 149 + 208 + 301 + a + 399 + 414

⇒ Sum of digits = 1703 + a

According to formula,

⇒ 1703 + a = 269 × 7

⇒ 1703 + a = 1883

⇒ a = 180

∴ The value of a is 180.

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