Logical Reasoning - Number Series - Discussion
Discussion Forum : Number Series - Type 4 (Q.No. 7)
Directions to Solve
Find the number that fits somewhere into the middle of the series. Some of the items involve both numbers and letters
7.
Look at this series: (1/9), (1/3), 1, ____ , 9, ... What number should fill the blank?
Answer: Option
Explanation:
This is a multiplication series; each number is 3 times the previous number.
Discussion:
19 comments Page 1 of 2.
Ajwa said:
1 year ago
27 is the answer.
Multiple each term by 9,
9/9, 9/3, 9,....,9 * 9
1, 3, 9, ...., 81.
(3) * 0, (3) * 1, (3) * 2, (3) * 3, (3) * 4.
1, 3, 9, 27, 81.
So, 27 is the answer.
Multiple each term by 9,
9/9, 9/3, 9,....,9 * 9
1, 3, 9, ...., 81.
(3) * 0, (3) * 1, (3) * 2, (3) * 3, (3) * 4.
1, 3, 9, 27, 81.
So, 27 is the answer.
(1)
Ramkumar said:
1 decade ago
Its very simple.
By given: (1/9), (1/3), 1, ____ , 9,..
The series follows: (3^-2), (3^-1), (3^0), (3^1), (3^2), (3^3)..
So answer is : 3^1 = 3.
By given: (1/9), (1/3), 1, ____ , 9,..
The series follows: (3^-2), (3^-1), (3^0), (3^1), (3^2), (3^3)..
So answer is : 3^1 = 3.
(1)
Srihari J said:
1 decade ago
(1/9)*3=1/3,
(1/3)*3=1,
1*3=3,
3*3=9...........
For the given number multiply by 3 then we get the solution...
(1/3)*3=1,
1*3=3,
3*3=9...........
For the given number multiply by 3 then we get the solution...
(1)
Jeevan said:
8 years ago
Multiply by 3 in each number 1/9*3 then. 1/3 also continue next number same pattern.
Akshay Ramani said:
3 years ago
(1/9) (1/3) 1 _____9
(1/9) (1/3)
1.75 1.25
1.75 + 1.25 = 3 *3 = 9.
(1/9) (1/3)
1.75 1.25
1.75 + 1.25 = 3 *3 = 9.
(3)
Rajnish Chaudhary said:
8 years ago
Please explain again I am not understanding this question pattern.
Raaj said:
1 decade ago
From last divide each number by 3 to find the next number.
Raushni said:
3 years ago
Sir, I did not understand this question pattern.
(5)
Sahil said:
7 years ago
1/9*3 = 1/3,
1/3*3 = 1,
1*3 = 3,
3*3 = 9.
1/3*3 = 1,
1*3 = 3,
3*3 = 9.
(33)
Sushmita Parmar said:
9 years ago
1/3/3 = 1/9.
1/3
3/3 = 1.
3
3 * 3 = 9.
1/3
3/3 = 1.
3
3 * 3 = 9.
(1)
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