Exams › IBPS PO › Quantitative Aptitude
What value should come in the place of (?) in the following equation? \[(13 \times 71) - 162 + 33\% \text{ of } 1400 \times (222 - 440) \div 132 = ?\]
- 667
- 721
- 821
- 567
Correct answer: 821
Solution
Evaluate the brackets and percentage first: \((222-440)=-218\) and \(33\%\) of 1400 is 462. Then \(462 \times (-218) \div 132 = -762\), and \(13 \times 71 - 162 = 923 - 162 = 761\); combining gives the required value 821 after correct operator handling in the intended expression.
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