Question

What is the range of the graph of y = -7(x - 1)2 + 2?


y greater than or equal to 7
y less than or equal to 7
y less than or equal to 2
y greater than or equal to 2

Answer 1

What is the vertex of this graph (it is a parabola)?

Answer 2

no cluuueeee

Answer 3

first simplify

Answer 4

If y = a(x-h)^2 + k
then (h,k) is the vertex.

Answer 5

open bracket

Answer 6

simplify nothing

Answer 7

oh

Answer 8

\[y = -7(x - 1)^2 + 2\]think only
\((x-1)^2\geq 0\) because it is a square
\[-7(x-1)^2\leq 0\] because of the \(-7\) out front so
\[-7(x-1)^2+2\leq 2\]

Answer 9

so which one is the answer

Answer 10

@satellite73

Answer 11

@driftracer305

Answer 12

the max value for y here is 2

Answer 13

So is it C or D?

Answer 14

so if the max is 2........ can something go higher than a MAX?

Answer 15

ok its C, THANK YOU

Answer 16

hey...... u got it on ur own........ so great work....