Answer maximum value of ____ or minimum value of (blank) Determine whether each function has a maximum or a minimum value. Then find the maximum or minimum value of each function. f(x) = x2 +9
Graph the equation. This is going to be a standard x^2 graph shifted upward 9 units. Since it is concave up (the x^2 has a positive coefficient) it has a minimum, no maximum. Use your graph to determine the coordinates of the minimum.
answer is a blank space
Answer maximum value of ____ or minimum value of (blank) Determine whether each function has a maximum or a minimum value. Then find the maximum or minimum value of each function. f(x) = x2 +9
@Noodle1998
I'm not sure... "/ sorry
ok noodle get on chat
@jazzyfa30 did you read my response? I've guided you to a position where you can figure out the answer. Do you need me to clarify anything?
you would have to show me how to do it you can just tell me
If I just give you the answer I'm not helping you understand the material. I've done my best to explain the process of finding the answer to you.
i didnt say giv me the answer i said show me how to work it out and help me figure out the answer
I did. Please read my response.
i mean work it out not tell me in words
@dumbsearch2
????????????? confuzzled
@vinnv226 Is saying to find the coordinates. Of course it would be in a blank space. https://en.wikipedia.org/wiki/Geographic_coordinate_system
i thought wiki couldnt be trusted
and how dos this help
Who's said it couldn't be trusted. The definition of coordinates stays the same wether it's wikipedia or not
Get the coordinate of the minimum, he says. That would be a number (which would fit in a blank space).
but how do i find that with the equation given
can you help me get the first part of the question
@GoldPhenoix
@Jhannybean
Do u know how to do it @Opcode ?
graph the function and it will become clear does x^2 every become less than 0?
ever*
idk
plug in stuff for x and check if their squares are ever negative
?????
is the square of a number ever negative.
no it would be no solution
so x^2 is always above or equal to 0 right?
with that in mind, what would be the minimum value of x^2+9
above the line i think
but exactly where?
minimum value y=9
sigh^
@FutureMathProfessor Don't give away answers. Lead up to them. http://openstudy.com/code-of-conduct
IDK
okay x^2 is at its lowest value 0, and 9 is always 9, so x^2+9 is lowest at?
0
x^2 ++++9
if that equals 0, it would imply that x^2 is -9
so it 9
yeah
ok now what????
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