the sum of two rational number is 58 and the difference is 28. find the number
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Answered by
3
let the two rational numbers be x and y
therefore x + y = 58
and x - y = 28
adding the two equations we get that 2x = 86 and thus x = 43
and thus y = 15
x = 43 and y = 15
therefore x + y = 58
and x - y = 28
adding the two equations we get that 2x = 86 and thus x = 43
and thus y = 15
x = 43 and y = 15
Answered by
4
Let first rational no. be x
the second no. be y
A/q
x + y = 58 .............(i)
x - y = 28 .............(ii)
On adding eq. (i) and (ii), we get
x + y = 58
x - y = 28
2x = 86
x = 86/2 = 43
Now substituting the value of x= 43 in eq. (i)
x + y = 58
43 + y = 58
y = 58 - 43
y = 15
Therefore the two rational numbers are 43 and 15
the second no. be y
A/q
x + y = 58 .............(i)
x - y = 28 .............(ii)
On adding eq. (i) and (ii), we get
x + y = 58
x - y = 28
2x = 86
x = 86/2 = 43
Now substituting the value of x= 43 in eq. (i)
x + y = 58
43 + y = 58
y = 58 - 43
y = 15
Therefore the two rational numbers are 43 and 15
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