Average of 5 numbers = 57.8
\[ \text{Total of 5 numbers} = 5 \times 57.8 = 289 \]
Average of 1st and 2nd numbers = 77.5
\[ \text{Sum of 1st and 2nd} = 2 \times 77.5 = 155 \]
Average of 4th and 5th numbers = 46
\[ \text{Sum of 4th and 5th} = 2 \times 46 = 92 \]
Let the 3rd number be \( x \).
\[ 155 + x + 92 = 289 \]
\[ 247 + x = 289 \]
\[ x = 42 \]
Correct Answer: Option C
5টি সংখ্যার গড় = 57.8
\[ \text{5টির মোট যোগফল} = 5 \times 57.8 = 289 \]
1ম ও 2য় সংখ্যার গড় = 77.5
\[ \text{1ম ও 2য় সংখ্যার যোগফল} = 2 \times 77.5 = 155 \]
4র্থ ও 5ম সংখ্যার গড় = 46
\[ \text{4র্থ ও 5ম সংখ্যার যোগফল} = 2 \times 46 = 92 \]
ধরা যাক, 3য় সংখ্যা = \( x \)
\[ 155 + x + 92 = 289 \]
\[ 247 + x = 289 \]
\[ x = 42 \]
সঠিক উত্তর: Option C
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