The sum of two numbers is 67. Their difference is 15. Find the numbers
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Answered by
25
Let Numbers be x and y respectively.
We have, x+y= 67 .......................................(1)
and x-y= 15 .......................................(2)
By Adding Eqn. (1) & (2)
x+y= 67
x-y= 15
∴2x= 82
∴x=82/2= 41
By Putting x=41 in eqn. (2)
41-y=15
∴y=26
So, The Numbers are 41 and 26.
We have, x+y= 67 .......................................(1)
and x-y= 15 .......................................(2)
By Adding Eqn. (1) & (2)
x+y= 67
x-y= 15
∴2x= 82
∴x=82/2= 41
By Putting x=41 in eqn. (2)
41-y=15
∴y=26
So, The Numbers are 41 and 26.
Answered by
6
Answer:
Step-by-step explanation:
Let Numbers be x and y respectively.
We have, x+y= 67 .......................................(1)
and x-y= 15 .......................................(2)
By Adding Eqn. (1) & (2)
x+y= 67
x-y= 15
∴2x= 82
∴x=82/2= 41
By Putting x=41 in eqn. (2)
41-y=15
∴y=26
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