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Approximation refers to the process of finding an estimate or a close approximation of a value, number, function, or mathematical expression when it is either difficult or impractical to determine the exact value. Approximation is one of the most important and scoring topic of banking and insurance exams. With little effort and good calculation speed you can score 100% marks in this topic and save time for other complicated questions.
Rounding off numbers makes them easier to work with and understand. In Approximation topic, we are given questions where we have to round them off to nearest 10s to make our calculation easier and faster.
So, here's the general rule for rounding:
In banking and insurance exams, approximation questions often involve decimal values. When rounding to one decimal place, examine the first digit immediately after the decimal point; for rounding to two decimal places, focus on the second digit.
Here's the process:
For example, when rounding 8.99, the first digit after the decimal point is 9. Therefore, 8.99 will be rounded off to 9.
Approximation plays a significant role in multiplication and division, particularly when dealing with complex numbers. The similar rounding methods discussed above are used to simplify the multiplication and division questions.
For example:
To calculate
155 x 199
We can replace 199 by 200 to make our calculation faster as 155 x 200 = 3100
Similarly, if we have to perform the following Division:
2329 / 8
We can approximate 2329 to 2400 and easily divide it by 8 as 2400 / 8 = 300
Example:
(22.99 + 17.01) ÷ 1.998 × 3.997 – 41.998 + 644.199 = ?
(22.99 + 17.01) ÷ 1.998 × 3.997 – 41.998 + 644.199 = ?
{(23 + 17) / 2} 4 – 42 + 644 ≈ ?
? = 20 × 4 – 42 + 644
? = 80 + 644 – 42 = 724 – 42 = 682
So 682 is the correct answer.
Here are some important points to keep in mind when performing approximation
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