The graph of yx^2 -6x+7 contains which of the following points?

Question

The graph of y>x^2 -6x+7 contains which of the following points?

surana · Answer

^2 represents exponent of 2. 

Answers are...

A: 0,0
B: -3, 2 
C: 5,-1 
D: 3,-1

anonymous · Answer

Have you graphed it?

anonymous · Answer

For question !, graph it like i had you do the last one =)

surana · Answer

Trying to right now.

anonymous · Answer

D is your answer =)

surana · Answer

Could you explain please?

anonymous · Answer

Yes, if you graph the inequality, that is the only point from your answers that is inside the shaded region

campbell_st · Answer

the question is looking for more than 1 point... 

a simple process is to use substitution

using the point (0, 0)   or x = 0, y = 0

substitute them and 

$$0 > 0^2 - 6 \times 0 + 7$$

is this true..?

if it is, then its one the the correct answers

anonymous · Answer

Guess there is no need.
These have to be the vertices. D would be the answer. one of the ways of find x and y - vertices is :|dw:1428351989533:dw|
where b is the value attached to the x variable, a is attached to the x^2 value and c is the one with no variable.
The x value will be 6/2=3 and y will be (6^2 -4*7)/4=2