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5,_,_,19/2 In the following Aps, find the missing terms in the blanks?
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5,_,_,19/2 In the following Aps, find the missing terms in the blanks?
Identifying the Pattern:
- The given sequence is 5, _, _, 19/2.
- To find the missing terms, we need to identify the pattern or rule governing the sequence.

Analysis of the Sequence:
- The sequence seems to be alternating between two different operations.
- The first operation seems to be addition or subtraction of a number.
- The second operation seems to be division or multiplication of a number.

Finding the Missing Terms:
- 5 + x = y
- y + z = 19/2

Solving for x:
5 + x = y
x = y - 5

Solving for y and z:
y + z = 19/2
y = 19/2 - z

Substitute y in the first equation:
x = (19/2 - z) - 5
x = 19/2 - z - 10
x = 29/2 - z

Substitute x in the first equation:
5 + (29/2 - z) = y
y = 5 + 29/2 - z
y = 39/2 - z

Substitute y in the second equation:
(39/2 - z) + z = 19/2
39/2 = 19/2
39 = 19
This equation is not valid, therefore there might be an error in the given sequence or the pattern is not clear.
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5,_,_,19/2 In the following Aps, find the missing terms in the blanks?
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