You can
put this solution on YOUR website!The co-efficient of x makes the graph stretch or shrink in a parabola. for example.
1/3x^2 vertically shrinks the graph by a factor of 1/3 creating a broader parabola. it seems fatter
while 2x^2 vertically stretches the graph by a factor of 2 creating a narrower parabola. it is skinner.
does this help?
You can
put this solution on YOUR website!In the graph of

, the coefficient of b affects the left or right placement of the graph. The value of c affects the vertical (up or down) placement of the graph, and the value of a the coefficient of x^2 determines if the graph opens up or down and also how broad or how tight (steep) the graph is.
R^2 at SCC