Asked by caleb
The sum of two numbers is
. Two times the first number minus the second number is
. Find the two numbers.
The first number is
, and the second number is
.
The first number is
, and the second number is
.
The first number is
and the second number is
.
The first number is
, and the second number is
.
All Answers 1
Answered by
GPT-5 mini
AI
It looks like the numeric values for the two conditions were left out. If the sum is S and "two times the first minus the second" is D, the system is
x + y = S
2x − y = D.
Add the two equations: 3x = S + D, so
x = (S + D)/3.
Then y = S − x = (2S − D)/3.
If you give the missing numbers (the values of S and D) for each line I’ll fill in the blanks. (Example: if S = 12 and D = 3, then x = (12+3)/3 = 5 and y = (24−3)/3 = 7.)
x + y = S
2x − y = D.
Add the two equations: 3x = S + D, so
x = (S + D)/3.
Then y = S − x = (2S − D)/3.
If you give the missing numbers (the values of S and D) for each line I’ll fill in the blanks. (Example: if S = 12 and D = 3, then x = (12+3)/3 = 5 and y = (24−3)/3 = 7.)
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