Aptitude - Decimal Fraction - Discussion
Discussion Forum : Decimal Fraction - General Questions (Q.No. 19)
19.
| The value of | 489.1375 x 0.0483 x 1.956 | is closest to: |
| 0.0873 x 92.581 x 99.749 |
Answer: Option
Explanation:
| 489.1375 x 0.0483 x 1.956 |  |
489 x 0.05 x 2 |
| 0.0873 x 92.581 x 99.749 | 0.09 x 93 x 100 |
| = | 489 |
| 9 x 93 x 10 |
| = | 163 | x | 1 |
| 279 | 10 |
| = | 0.58 |
| 10 |
= 0.058 0.06.
Discussion:
17 comments Page 1 of 2.
Richa said:
1 decade ago
Not getting, please explain.
Akiii said:
1 decade ago
Please explain this question.
Verkha said:
1 decade ago
Please explain, its complicated.
Kamala said:
1 decade ago
Explain
489.1375 = 489 (after decimal number is less than 5).
0.0483 = 0.05 (after decimal number is 8 this is greater than 5 so add the 1 because 0.04+1=0.05).
So all numbers are same method apply.
489.1375 = 489 (after decimal number is less than 5).
0.0483 = 0.05 (after decimal number is 8 this is greater than 5 so add the 1 because 0.04+1=0.05).
So all numbers are same method apply.
Mohit said:
1 decade ago
Any easier mathod to get result for 163/279 ?
Prathyu said:
1 decade ago
163/279 can also be written as 1.63/2.79 = 1.6/2.8.
Here consider 2.79 as 2.8.
1.6*2 = 3.2 But 2.8<3.2 so1.6/2.8 is >0.5 around 0.57.
Here consider 2.79 as 2.8.
1.6*2 = 3.2 But 2.8<3.2 so1.6/2.8 is >0.5 around 0.57.
Yogesh said:
1 decade ago
How they got 0.09 to 9 directly? Please help anyone.
Sandeep said:
10 years ago
Just take the decimal points position into consideration & do the division you will get the answer.
Amol Sathawane said:
10 years ago
You don't need to actually solve the factors, just round them accordingly and get decimal points in consideration.
In this case:
= (489.1375 x 0.0483 x 1.956)/(0.0873 x 92.581 x 99.749).
= (500 x 0.05 x 2)/(0.10 x 92 x 100).
= (5 x 2)/(2 x 90).
= 5/90.
In this case:
= (489.1375 x 0.0483 x 1.956)/(0.0873 x 92.581 x 99.749).
= (500 x 0.05 x 2)/(0.10 x 92 x 100).
= (5 x 2)/(2 x 90).
= 5/90.
(1)
Amol Sathawane said:
10 years ago
You don't need to actually solve the factors, just round them accordingly and get decimal points in consideration. In this case:
(489.1375 x 0.0483 x 1.956)/(0.0873 x 92.581 x 99.749).
= (500 x 0.05 x 2)/(0.10 x 92 x 100).
= (5 x 2)/(2 x 90).
= 5/90.
(489.1375 x 0.0483 x 1.956)/(0.0873 x 92.581 x 99.749).
= (500 x 0.05 x 2)/(0.10 x 92 x 100).
= (5 x 2)/(2 x 90).
= 5/90.
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