Question

Help! Consider y = -2x^2+4x-1

Answer 1

Solving for x, factoring?

Answer 2

1.) This equation is given in: (A) Standard form (B) Vertex form (C) Intercept form (D) No particular form

2.) This parabola opens: (A) upward (B) right (C) downward (D) left

3.) This parabola will have (A) a maximum (B) a minimum (C) neither a maximum or a minimum

4.) This axis of symmetry is (A) x=4 (B) x=-2 (C) x=1 (D) x=-1

Answer 3

My answers:
1.) A
2.) B
3.) B
4.) C

Answer 4

2 and 3 is incorrect

Answer 5

You got 1 and 4 correct

Answer 6

consider ax^2+bx+c

if a>0, it will open upwards
if a<0, it will open downwards

downwards parabola=maximum point
upwards parabola=minimum point

Answer 7

So #2 is C, and #3 is A

Answer 8

yes

Answer 9

Thank you!(:

Answer 10

welcome