Aptitude - Decimal Fraction - Discussion
Discussion Forum : Decimal Fraction - General Questions (Q.No. 7)
7.
| .009 | = .01 |
| ? |
Answer: Option
Explanation:
| Let | .009 | = .01; Then x = | .009 | = | .9 | = .9 |
| x | .01 | 1 |
Discussion:
34 comments Page 2 of 4.
Vamshi said:
1 decade ago
Hello guys.
.009/x = .01
.009 = .01x
9/1000 = 1/100 x
900/1000 = x
9/10 = x
x = .9
.009/x = .01
.009 = .01x
9/1000 = 1/100 x
900/1000 = x
9/10 = x
x = .9
Bongani said:
1 decade ago
How do you work out that. 9 is the largest number please explain in detail.
Harish said:
1 decade ago
0.009/? = 0.01.
x = 0.009/0.01.
= 0.9*10^2/1*10^2.
= 0.9*10^2-2/1.
= 0.9.
x = 0.009/0.01.
= 0.9*10^2/1*10^2.
= 0.9*10^2-2/1.
= 0.9.
Suryakant said:
10 years ago
Answer should be 0.9 because 0.009/0.09 = 0.1.
Hence answer is 0.9.
Hence answer is 0.9.
Sindhu atmuri said:
9 years ago
.009/.01=.9 (zeros are cancelled) is it a write method to calculate?
Sudhakar said:
1 decade ago
Let 0.009/A = 0.01.
=> A = 0.009/0.01.
=> A = 0.9.
=> A = 0.009/0.01.
=> A = 0.9.
Thalla ram said:
4 years ago
Please explain it clearly.
I want a clear explanation.
I want a clear explanation.
(2)
Nagaraju said:
8 years ago
(0.009/?)=0.01.
(0.009*100/?)=0.01*100.
0.9/?=1,
?=0.9.
(0.009*100/?)=0.01*100.
0.9/?=1,
?=0.9.
Suraj said:
9 years ago
0.009 divided by option [B]: 0.09 >> gives 0.1.
Jainil kukrolia said:
4 months ago
I think ans is 0.09 not .9. Kindly correct it.
(2)
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