SOLUTION: Can the system
4x + 5y = -4
12x - 9y = -4
be solved more easily by using the substitution method or the addition method? And why?
Algebra.Com
Question 144833: Can the system
4x + 5y = -4
12x - 9y = -4
be solved more easily by using the substitution method or the addition method? And why?
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!
Solving either of the equations for either of the variables will result in a messy fraction that must then be substituted in order to solve by the substitution method. Multiplying the first equation by a nice, neat -3 allows elimination of the variable, hence the addition method (more properly termed the elimination method) is the easier process for this system.
RELATED QUESTIONS
Can the system 4x+8y=1 and 6x-3y=3 be solved more easily by using the substitution method (answered by Mathtut)
Can the system 4x+8y=1 and 6x-3y=3 be solved more easilyby using the substitution method... (answered by Alan3354)
Solve this system using the Addition Method:
4x + 5y = 10
-12x + 15y - 30
(answered by checkley77)
1. Solve the system of linear equations by the substitution method. Then, state whether... (answered by stanbon)
6x+5y=4
6x-7y=-20
solve each system using the substitution or elimination... (answered by Alan3354)
solve for x and y using substitution or addition method
8x+7y=-4... (answered by MathLover1)
Solve each system by the addition method. Determine whether the equations are... (answered by richwmiller)
solve each system using the substitution method or the addition method
3(2x+y)=4x+20... (answered by mananth)
6x+3y=0 8x+5y=8 using either the substitution method or the addition method (answered by mxgirl22)