Answer :
A "solution" to this pair of equations is a pair of numbers, for 'a' and 'b',
that make the equations true statements.
I can tell you right now that this system of equations has no solution.
Here, let me show you why:
4a = 4 - b
4a = 5 - b
Subtract the bottom equation from the top one:
0 = -1
Can you think of any numbers for 'a' and 'b' that could
make 0 equal to -1 ?
I can't either.
There are no numbers for 'a' and 'b' that can make both equations true
statements. That's just another way to say that the system of equations
has no solution.
that make the equations true statements.
I can tell you right now that this system of equations has no solution.
Here, let me show you why:
4a = 4 - b
4a = 5 - b
Subtract the bottom equation from the top one:
0 = -1
Can you think of any numbers for 'a' and 'b' that could
make 0 equal to -1 ?
I can't either.
There are no numbers for 'a' and 'b' that can make both equations true
statements. That's just another way to say that the system of equations
has no solution.
