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Solve each of the following systems by using either addition or substitution. If a unique solution does not exist, state whethe...Asked by BB
Solve the following system by using either addition or substitution. If a unique solution does not exist, state whether the system is dependent or inconsistent.
10x+2y=7
y=-5x+3
10x+2y=7
y=-5x+3
Answers
Answered by
jere
no solution.
first you have to place the -5x on the same side as the y... and it becomes a positive
5x+y =3
then you multiply it by -2
-2(5x+y =3)
then it is -10x-2y =-6
add it to 10x+2y = 7
you will see that 0 does not = 1, so therefore it has NO SOLUTION
first you have to place the -5x on the same side as the y... and it becomes a positive
5x+y =3
then you multiply it by -2
-2(5x+y =3)
then it is -10x-2y =-6
add it to 10x+2y = 7
you will see that 0 does not = 1, so therefore it has NO SOLUTION
Answered by
jere
as to whether its dependent or inconsistent... uhm, there should be something in the text that explains that :]
Answered by
drwls
The equations are inconsistent. Both cannot simultaneously be true.
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