Logic: We have to apply the given combination of operators and then apply the "BODMAS" rule to solve the equation.
For,
"Option 1: ÷, ×, +, −".
After applying the combination the equation becomes:
→ 252 ÷ 9 × 5 + 32 - 92 = 200.
→ 28 × 5 + 32 - 92.
→ 140 + 32 - 92.
→ 172 - 92.
→ 80 ≠ 200.
For,
"Option2: −, ×, ÷, +".
→ 252 - 9 × 5 ÷ 32 + 92 = 200.
→ 252 - 9 × 0.156 + 92.
→ 252 - 1.40 + 92.
→ 252 - 90.59.
→ 161.40 ≠ 200.
For,
"Option3: ÷, ×, −, +".
→ 252 ÷ 9 × 5 - 32 + 92 = 200.
→ 28 × 5 - 32 + 92.
→ 140 - 32 + 92.
→ 140 + 60.
→ 200 = 200.
For,
"Option4: ×, ÷, −, +".
→ 252 × 9 ÷ 5 - 32 + 92 = 200.
→ 252 × 1.8 - 32 + 92.
→ 453.6 - 32 + 92.
→ 453.6 + 60.
→ 393.6 ≠ 200.
As it can be seen the only
"Option3: ÷, ×, −, +".
Therefore, the correct answer is "÷, ×, −, +".