Respuesta :
x+y+z=70
x=y+5
x=2z
y=x-5
(2z)+(x-5)+z=70
2z+2z-5+z=70
5z=75
z=15
x=2(15)
x=30
x=y+5
30=y+5
25=y
So the three numbers are 15, 25, and 30
x=y+5
x=2z
y=x-5
(2z)+(x-5)+z=70
2z+2z-5+z=70
5z=75
z=15
x=2(15)
x=30
x=y+5
30=y+5
25=y
So the three numbers are 15, 25, and 30
Answer: 30, 25, and 15
Explanation:
Let the three numbers be a, b and c, so that a + b + c = 70
Because the first number is twice the third (and I am assuming that all three numbers are intergs), we can denote the first number by a =2k, the second by b = 2k-5 and the third by c = k
Then from your description
2k + (2k - 5) + k = 70
5k - 5 = 70
5k = 75
k = 15
2k = 30 2k-5 = 25
Hence the three numbers are a = 30, b = 25 and c = 15.
Hope this helps! :)