Respuesta :
let's call the numbers x and y:
their sum is:
x+y=30
and their difference is x-y=12.
from the first equation: x=30-y
and we insert this into the second equation:
30-y-y=12.
we calculate:
30-2y=12
30-12=2y
18=2y
9=y
so the first number is 9 and the second is 30-9=21.
their sum is:
x+y=30
and their difference is x-y=12.
from the first equation: x=30-y
and we insert this into the second equation:
30-y-y=12.
we calculate:
30-2y=12
30-12=2y
18=2y
9=y
so the first number is 9 and the second is 30-9=21.
Answer:
30-9=21
Step-by-step explanation:
x+y=30
difference is x-y=12.
first equation: x=30-y
insert this to the second equation:
30-y-y=12.
30-y=12
30-12=2y
18=2y
9=y
first number is 9 the second is 30-9=21.