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donuteer
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| Joined: 08 Nov 2008 |
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Eston
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| Joined: 13 May 2008 |
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UhmSir
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| Joined: 23 Jun 2010 |
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| 22 Oct 2012 04:13 PM |
You're in calculus?
You were saying to distribute the i, you can't distribute it. looool. |
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Eston
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| Joined: 13 May 2008 |
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| 22 Oct 2012 04:16 PM |
@ TheOldGuest
Yeah, what else? |
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UhmSir
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| Joined: 23 Jun 2010 |
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Eston
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| Joined: 13 May 2008 |
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| 22 Oct 2012 04:17 PM |
| @Eston, it's just that seems like Algebra more than Calc |
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| 22 Oct 2012 04:18 PM |
"@Eston, it's just that seems like Algebra more than Calc"
I sorta agree, but I never got to Calculus. |
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Eston
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| Joined: 13 May 2008 |
| Total Posts: 21591 |
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| 22 Oct 2012 04:19 PM |
| To be honest, I don't know calculus. |
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sweetie
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| Joined: 12 Oct 2006 |
| Total Posts: 11578 |
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| 22 Oct 2012 04:25 PM |
| that's a real subtle way of saying you're good at math |
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| 22 Oct 2012 04:27 PM |
A ball bearing is placed on an incline plane and begins to roll. The angle of elevation of the plane is θ. The distance (in meters) the ball bearing rolls in t seconds is
s(t) = 4.9(sin θ)t^2
a. Determine the speed of the ball bearing.
b. What value of θ will produce the maximum speed at a particular time.
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| 22 Oct 2012 04:40 PM |
What's the matter?
Don't know calculus? |
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| 22 Oct 2012 04:41 PM |
"Don't know calculus?"
do you know calculus or did you just copy and paste that |
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sweetie
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| Joined: 12 Oct 2006 |
| Total Posts: 11578 |
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| 22 Oct 2012 04:42 PM |
rofl i google searched this problem
"A ball bearing is placed on an incline plane and begins to roll. The angle of elevation of the plane is θ. The distance (in meters) the ball bearing rolls in t seconds is
s(t) = 4.9(sin θ)t^2
a. Determine the speed of the ball bearing.
b. What value of θ will produce the maximum speed at a particular time."
he copy pasted it |
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| 22 Oct 2012 04:44 PM |
"he copy pasted it"
i know i just wanted to know what he would say |
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| 22 Oct 2012 04:44 PM |
I'm not a teacher, I'm not going to make my OWN calculus problem!
Want me to? okay.
There is a lamppost 15 feet high, and a 5 ft tall person standing three feet away from it. as he starts walking away from the lamp post at 3 mph,, how fast does his shadow grow? |
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| 22 Oct 2012 04:45 PM |
"There is a lamppost 15 feet high, and a 5 ft tall person standing three feet away from it. as he starts walking away from the lamp post at 3 mph,, how fast does his shadow grow?"
i learned that in pre algebra in 7th grade i think |
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| 22 Oct 2012 04:46 PM |
@Awesome, MAKE IT UP NOB Secondly, I dont check this thread every second Third "Dont know calculus?" YOU COPY AND PASTED |
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| 22 Oct 2012 04:46 PM |
>i learned that in pre algebra in 7th grade i think
No you didn't. The growth rate of the shadow will decrease as the person moves farther away. Think about it. |
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| 22 Oct 2012 04:47 PM |
"No you didn't. The growth rate of the shadow will decrease as the person moves farther away. Think about it."
oh i thought it said something else 7th grade was a long time ago and i dont remember much i just remember something with shadows |
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