Answered

solve the system in terms of a, b, and c by elimination

ax + y = c

ax + by = 0

Sagot :

Manelviz
ax + y = c
ax + by = 0

Multiply the first equation by -1.
-ax - y = -c
ax + by = 0
Equals:
  by = -c
 y = [tex] \frac{-c}{b} [/tex]

ax + b( [tex] \frac{-c}{b} [/tex] ) = 0
ax -c = 0
a = [tex] \frac{c}{x} [/tex]

c = 2ax + b2y

Viz Other Questions