Question

helpppp pllzzzz

Answer 1

which of the following quadratic function has a maxim
a, f(x)(x+9)^2-9
b,f(X)=3/7(x-7)^2+9
c,f(x)=7/3(x+8)^2+9

Answer 2

Do you ever sleep?

Answer 3

lol yh i jst wake up nw hbu? men i trying to pass math class i ve really bad grd

Answer 4

Are you interested in LEARNING mathematics?

Answer 5

im but some hw i dont get it

Answer 6

can u help me with my question?

Answer 7

By the way, you say "I am", not "I'm"

Answer 8

Don't you have a graphing calculator?

Answer 9

no

Answer 10

Well, I highly recommend getting one

Answer 11

i will bt i dont know how to use it tho

Answer 12

You can learn how to use it.

Answer 13

okay i will

Answer 14

I graphed all three and they all have minimums

Answer 15

So please double check what you have posted

Answer 16

a, f(x)=-(x+9)^2-9
b,f(X)=3/7(x-7)^2+9

a, f(x)(x+9)^2-9
b,f(X)=3/7(x-7)^2+9
c,f(x)=7/3(x+8)^2+9
d,f(x)=7/3(x+8)^2+9

Answer 17

I think you mean that these are the answer choices:
a, f(x)=-(x+9)^2-9
b,f(X)=3/7(x-7)^2+9
c,f(x)=7/3(x+8)^2+9
d,f(x)=7/3(x+8)^2+9

If so, the only option that will give a maximum is the one with a negative in front

Answer 18

yes, thanks

Answer 19

can u plz show me how u did it if u dont mind

Answer 20

I graphed it on my graphing calc, however, even without graphing, I know that if the leading coefficient of a quadratic is negative, then it will produce a maximum vertex.

Answer 21

So basically, even without graphing I would still be able to figure it out.

Answer 22

can u show me hw?

Answer 23

I'll try:

y = ax^2 + bx + c produces:


y = -(ax^2 + bx + c) produces: