If (a+1,b)=(b,2a) find the value of a and b.
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Answer:
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a + 1 = b
b = a + 1 ----(1)
b = 2a ---(2)
substituting eq (1) in eq (2)
a + 1 = 2a
a = 1 ---(3)
substituting eq (3) in eq (1)
b = 1 + 1
b = 2
a = 1 and b = 2
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Answer:
a = 1
b = 2
Note:
★ If two ordered pairs are equal, then the corresponding coordinates are also equal , ie ; if (x , y) = (a , b) , then x = a and y = b .
Solution:
- Given : (a + 1 , b) = (b , 2a)
- To find : a , b = ?
We have ;
(a + 1 , b) = (b , 2a)
Thus,
=> a + 1 = b { equating x-coordinates }
=> a = b - 1 --------(1)
Also ,
b = 2a -------(2) { equating y-coordinates }
Now,
Putting b = 2a in eq-(1) , we get ;
=> a = b - 1
=> a = 2a - 1
=> a - 2a = -1
=> -a = -1
=> a = 1
Now,
Putting a = 1 in eq-(2) , we get ;
=> b = 2a
=> b = 2×1
=> b = 2
Hence,
a = 1
b = 2
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