Given f(x) and g(x), how does g(x) compare to f(x)? f(x)=x g(x)= x+12 * A: Vertical Shrink
B: Vertical Shift Down
C: Vertical Shift Up
D: Reflection

Given f(x) and g(x), how does g(x) compare to f(x)? f(c)=x g(x)= -9x-4
A: reflection, vertical stretch, and a vertical shift up 4
B: reflection, vertical stretch, and a vertical shift down 4
C:reflection, vertical shrink, and a vertical shift up 4
D: reflection, vertical shrink, and a vertical shift down 4

The slope is -2 and (4,3) is on the line. Use the information to write the equation in standard form
A: 2x+y=10
B: -2x+y=11
C: 2x+y=11
D: 2x+y=-5

The points (4,-7) and (2,-3) are on the line. Write the equation in standard form
A: -1/2x+y=1
B: 1/2x+y=1
C: 2x+y=1
D: -2x+y=1