_+_=8 _+_=13 _-_=6 _+_=8
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Answered by
18
By splitting the question into separate parts, the answer is given below. The Missing number from the question is marked as 'x' in the solution.
_+_=8 _+_=13 _-_=6 _+_=8
x + x = 8; 4 + 4 = 8
x + 5 = 13; x from above answer is 8. By following the same pattern;
8 + 5 = 13
13 - 7 = 6
6 + 2 = 8
_+_=8 _+_=13 _-_=6 _+_=8
x + x = 8; 4 + 4 = 8
x + 5 = 13; x from above answer is 8. By following the same pattern;
8 + 5 = 13
13 - 7 = 6
6 + 2 = 8
Answered by
6
We write the given problem as follows :
a + b = 8
+ +
c - d = 6
ll ll
13 8
Thus we form four equations :
- a + b = 8 ..... (1)
- a + c = 13 ..... (2)
- b + d = 8 ..... (3)
- c - d = 6 ..... (4)
Adding (3) and (4), we have
b + d + c - d = 8 + 6
or, b + c = 14 ..... (5)
Subtracting (2) from (1), we get
a + b - a - c = 8 - 13
or, b - c = - 5 ..... (6)
Now we add (5) and (6):
b + c + b - c = 14 - 5
or, 2b = 9
or, b = 4.5
Putting b = 4.5 in (5), we get
4.5 + c = 14
or, c = 14 - 4.5
or, c = 9.5
Putting c = 9.5 in (2), we get
a + 9.5 = 13
or, a = 13 - 9.5
or, a = 3.5
Putting b = 4.5 in (3), we get
4.5 + d = 8
or, d = 8 - 4.5
or, d = 3.5
Therefore we have the following structure :
(3.5) + (4.5) = 8
+ +
(9.5) - (3.5) = 6
ll ll
13 8
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