What approximate value should come in the place of question (?) mark:

$249.97÷25.02+108.08÷35.98-6.01=?$

To find the approximate value that should come in place of the question mark (?), let us round off each decimal number in the expression to its nearest whole number to simplify the calculation.

Given expression:

$249.97÷25.02+108.08÷35.98-6.01=?$

Let us approximate each number:

• 249.97 ≈ 250
• 25.02 ≈ 25
• 108.08 ≈ 108
• 35.98 ≈ 36
• 6.01 ≈ 6

Now, substitute these approximate values back into the expression:

$?\approx 250÷25+108÷36-6$

Following the standard order of operations (BODMAS/PEMDAS), perform the division operations first:

$250÷25=10$

$108÷36=3$

Substitute these division results back into the expression:

$?\approx 10+3-6$

Now perform addition and subtraction from left to right:

$?\approx 13-6$

$?\approx 7$

The correct answer is 7.