Describe the differences between the graph of y= -3/4(x-6)^2+4 and the standard position graph of y = x^2

Question

anonymous · Answer

alg. 2 btw

anonymous · Answer

y = x^2:
Vertex at (0, 0)
Focus: ((0, 1/4)
Opens upward
y= -3/4(x-6)^2+4:
Vertex at (6, 4)
Focus: (0, -1/3)
Opens downward. Wider than y = x^2

anonymous · Answer

okay. now how do i describe the first equation that was given?

anonymous · Answer

I kind of just did. You just have to form sentences using it.

anonymous · Answer

ohhh lol i see it now. at first i could not see it clear

anonymous · Answer

may you help me on one more. i tried this on and i cannot seem to get it

anonymous · Answer

Ok

anonymous · Answer

Which of the following is the equation of the axis of symmetry of the quadratic equation y = 2x2 – 12x + 22?

anonymous · Answer

Use the formula x = -b/2a

anonymous · Answer

what is -b= to and a=to

anonymous · Answer

a is 2 and b is -12
Therefore, -(-12)/2(2) = 12/4 = 3
The equation of the line of symmetry is x = 3

anonymous · Answer

thank you so much !