what are those numbers whose sum is 58 and difference is 28?
Answers
Answered by
5
let the first no be x
let the second no be y
x+y=58
x=58-y
58-y-y=28
58-2y=28
2y=58-28=30
y=30/2=15
let the second no be y
x+y=58
x=58-y
58-y-y=28
58-2y=28
2y=58-28=30
y=30/2=15
sofiathefirst:
Thank you
Answered by
20
Let those numbers be x and y respectively.
We are given x + y = 58........(i)
and x - y = 28......(ii)
Adding (i) and (ii) we have
x + y + x - y = 58 + 28
=> 2x = 86
x = 86/2
x = 43
Now putting value of x in any equation will give value of y
x + y = 58
=> 43 + y = 58
y = 58 - 43
y = 15
So the numbers are 43 and 15
Hope it helps dear friend ☺️✌️
We are given x + y = 58........(i)
and x - y = 28......(ii)
Adding (i) and (ii) we have
x + y + x - y = 58 + 28
=> 2x = 86
x = 86/2
x = 43
Now putting value of x in any equation will give value of y
x + y = 58
=> 43 + y = 58
y = 58 - 43
y = 15
So the numbers are 43 and 15
Hope it helps dear friend ☺️✌️
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