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Bunuel
The first five numbers in a regular sequence are 4, 10, 22, 46, and 94. What is the next number in the sequence?

A. 142
B. 154
C. 176
D. 182
E. 190

Hi,
it is a good Q to learn to pick up number properties in the given set, even if we do not get a Q on these line in actuals..

when we see the sequence 4, 10, 22, 46, and 94, we see that each succeeding number is some value more than twice the previous number..
10=2*4+2..
22=2*10+2..
and so on..
so next number= 2*94+2=190..
E

Hi,

What is regular sequence? I tried to google it. I saw many definitions. However, I tried to solve it using the following:

I noticed the following pattern

10= 4 +x.......x=6
22=10+x.......x=12
46=22+x.......x=24
94=46+x.......x=48

I observed that X is doubled each time so

48*2+94= 190

Answer:E

is the above correct approach???
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IMO : E

Approach to this kind of sum is simple:
Addition/subtraction:
Adding / subtracting a fixed number to the previous number (simple sum)
Multiplication/division:
Multiply/ divide a fixed number to the previous number (simple sum)
Squaring and cubing:
List of squares and cubes of a particular number. (simple sum)
Tricky sums involve combination of 2 or more in the above methods:
For instance in this sum
1- Step – multiplying by 2
2- Step – adding 2
This sum is a combination of of addition and multiplication
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Bunuel
The first five numbers in a regular sequence are 4, 10, 22, 46, and 94. What is the next number in the sequence?

A. 142
B. 154
C. 176
D. 182
E. 190

One vote for E.
4 = 10- 6( 6 = 6*2^0)
10 = 22 - 12 (12 = 6* 2^1)
22 = 46 - 24 ( 24 = 6 * 2^2)
46 = 94 - 48 ( 48 = 6 * 2^3)
--> 94 = A - 6 *2^4 --> A = 94 + 96 = 190. The answer is E.
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Bunuel
The first five numbers in a regular sequence are 4, 10, 22, 46, and 94. What is the next number in the sequence?

A. 142
B. 154
C. 176
D. 182
E. 190


I took the difference of the terms
let the next term be 'X'

terms = 4,10,22,46,94,X
Difference = 6,12,24,48

If we observe closely the difference is the addition of each term i.e. (6+6=12, 12+ 12=24, 24+24=48)
So the difference of the next term must be 48+48=96.

therefore X-94 =96. So X=190
Ans: E
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chetan2u
Bunuel
The first five numbers in a regular sequence are 4, 10, 22, 46, and 94. What is the next number in the sequence?

A. 142
B. 154
C. 176
D. 182
E. 190

Hi,
it is a good Q to learn to pick up number properties in the given set, even if we do not get a Q on these line in actuals..

when we see the sequence 4, 10, 22, 46, and 94, we see that each succeeding number is some value more than twice the previous number..
10=2*4+2..
22=2*10+2..
and so on..
so next number= 2*94+2=190..
E

Hi,

Quote:
What is regular sequence? I tried to google it. I saw many definitions. However, I tried to solve it using the following:
Hi, a regular sequence is a sequence which increases or decreases according to a certain pattern..
the relationship between its terms is the same..

Quote:
I noticed the following pattern

10= 4 +x.......x=6
22=10+x.......x=12
46=22+x.......x=24
94=46+x.......x=48

I observed that X is doubled each time so

48*2+94= 190

Answer:E

is the above correct approach???

The above approach is absolutely correct..
same Q can be viewed separately at times..
this very Q your observation about pattern is different from what I had observed..
IMPORTANT is to find a pattern which fits in for all terms..
This type of Q, normally, would not be seen in GMAT..
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