Question

Solve the following quadratic-linear system of equations.

Answer 1

\[y=x ^{2}-8x+19\]

Answer 2

\[y=2x-6\]

Answer 3

substitute equation 2 in equation 1 to solve for the variable "x"
it will be \(2x-6=x^2-8x+19\), simplify it and solve for x using quadratic formula and then once you find the values of x, substitute these to find the value(s) for "y"

Answer 4

making it (4, –6) and (2, 5)? @Data_LG2

Answer 5

give me a sec, i'll solve it

Answer 6

ok

Answer 7

for "x" i only got one value , x=5
because the equation will end up like this \(x^2-10x+25=(x-5)^2\)
so y will be \(y=2(5)-6=4\)
therefore it will be (5,4)

Answer 8

Thankyou so much!

Answer 9

np;)