Problem: The values of y which will satisfy the equations
2x2+6x+5y+12x+y+3β=0=0 may be found by solving: β
Answer Choices:
A. y2+14yβ7=0
B. y2+8y+1=0
C. y2+10yβ7=0
D. y2+yβ12=0
E. none of the above equations
Solution:
Solve the second equation for x, substitute into the first equation and simplify:
βx=β2y+3β,2(β2y+3β)2+6(β2y+3β)+5y+1=0;β΄y2+10yβ7=0.β