Will award a metal Which function has the smallest minimum y-value? I think it is f(x)
@VeritasVosLiberabit @Hero
Is f(x) correct?
not f(x)
g(x)
This problem is similar to the last one. g(x) is easy to see the smallest value is -3
Are you just guessing @gamer456148. Tell me why g(x)
Well h(x) is a parabola
Failed the test, oh well
ok nice observation, but that won't be enough to say whether that one has the smallest minimum
How did you get so good at mathematics?
You need to look at each equation and look at its individual properties to see what is the smallest possible value it can have. ideally the smallest value a function can have is \[-\infty\]. these equations cannot
@gamer456148 I'm old and in college hehe
You're good at math too. Just keep practicing and understanding as much as you can.
Well I have to redo this exam and 40 more that are overdue and it is tiring me out because I can't understand it. If I had that many late tests in college I would get kicked out
ah I understand. Just don't get overwhelmed. Taking a small break can sometimes do wonders. I also like to just watch a video like khanacademy if I get too tired of doing problems.
Let me see if I can type a good explanation up for this one for you
Shannon's scooter has a piece of tape stuck to the tire. If the tire has a diameter of 18 inches, how far does the piece of tape travel in 72° of rotation?
18pi/5
Hey @gamer456148 I messed you up you were right
f(x) does have the smallest minimum.
Damn it, lol
I forgot that sin(x) can be -1
did you have to submit something?
Yes
aww man, very sorry about that
Maybe I should take a break :P
yeah f(x) can be -5 when sin(x)=-1
can you e-mail your teacher the mistake and correction?
Its fine, just take a break, and no I can't
I'll take a look at your other one in the meantime
oh the scooter one has to do with the arc length equation
\[s=r \theta \] where s is the arc length or distance the tape has travelled
18pi/5 is what I think is the answer
I'm getting almost that but times 2
\[s=72\frac{ \pi }{ 180 }18\]
\[\frac{ 2\pi }{ 5 }18\]
Not one of the choices
can you post the answers and I'll take a look.
oh whoops 18 is the diameter
so yeah your answer is right
\[s=\frac{ 18\pi }{ 5 }\]
That is what I said
Though this isnt the same problem, imma just post it here:
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