Here is a hint:
\(y=x^2-5x-6\) (1)
\(y=0x^2+2x-6\) (2)
Can you substitute (2) into (1)?
Another hint, factor.
Solution:
\(2x-6=x^2-5x-6\)
Add 6
\(2x=x^2-5x\)
Subtract 2x
\(x^2-7x=0\)
Factor x
\(x(x-7)=0\)
x=0 or 7
Now substitute in both equation (1) and (2) to find y
\(y=x^2-5x-6=(7)^2-5(7)-6\) (1) equation
\(y=8\)
\(y=2x-6=2(0)-6\) (2) equation
y=-6
so the answer is first choice:
(7,8) & (0,-6)
Here is a hint:
\(y=x^2-5x-6\) (1)
\(y=0x^2+2x-6\) (2)
Can you substitute (2) into (1)?
Another hint, factor.
Solution:
\(2x-6=x^2-5x-6\)
Add 6
\(2x=x^2-5x\)
Subtract 2x
\(x^2-7x=0\)
Factor x
\(x(x-7)=0\)
x=0 or 7
Now substitute in both equation (1) and (2) to find y
\(y=x^2-5x-6=(7)^2-5(7)-6\) (1) equation
\(y=8\)
\(y=2x-6=2(0)-6\) (2) equation
y=-6
so the answer is first choice:
(7,8) & (0,-6)