On 02/08/2010 03:09 PM, Dana Ernst wrote:
On Feb 8, 2010, at 7:37 AM, jason-s...@creativetrax.com wrote:
Two weeks ago I designed our first Sage lab day. It seemed to be helpful, even
to the seniors in CS. It's still pretty rough, but I can email it to you if
you want.
Yes, pleas
On Feb 8, 2010, at 7:37 AM, jason-s...@creativetrax.com wrote:
> Two weeks ago I designed our first Sage lab day. It seemed to be helpful,
> even to the seniors in CS. It's still pretty rough, but I can email it to
> you if you want.
Yes, please!
Thanks,
Dana
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On Feb 8, 9:22 am, Dana Ernst wrote:
> >> I'd like to show the graph of y=1/t from say 0 to 8 and have the area
> >> under the graph shaded from say 1/2 to 1. Doing the following seemed
> >> natural to me:
>
> >> plot(1/t,.1,8)+plot(1/t,1/2,1,fill=true).show()
>
> >> However, this doesn't wo
>> I'd like to show the graph of y=1/t from say 0 to 8 and have the area under
>> the graph shaded from say 1/2 to 1. Doing the following seemed natural to
>> me:
>>
>> plot(1/t,.1,8)+plot(1/t,1/2,1,fill=true).show()
>>
>> However, this doesn't work. (Of course, I declared t as a variable
>
Dana Ernst wrote:
Forgive my ignorance and for asking such a silly question...
Today in Calc II, I'm introducing the natural log as an integral. I'd like to
show the graph of y=1/t from say 0 to 8 and have the area under the graph
shaded from say 1/2 to 1. Doing the following seemed natural
I haven't checked, but try grouping the plots together,
(plot(1/t,.1,8)+plot(1/t,1/2,1,fill=true)).show()
Rob
On Feb 8, 5:47 am, Dana Ernst wrote:
> Forgive my ignorance and for asking such a silly question...
>
> Today in Calc II, I'm introducing the natural log as an integral. I'd like
> to
Forgive my ignorance and for asking such a silly question...
Today in Calc II, I'm introducing the natural log as an integral. I'd like to
show the graph of y=1/t from say 0 to 8 and have the area under the graph
shaded from say 1/2 to 1. Doing the following seemed natural to me:
plot(1/t,.1,
Dana Ernst wrote:
I'm almost hesitate to ask this question on here in fear of being overwhelmed
with responses:)
(Jason Grout has already heard me ask similar questions to those that follow,
so I apologize to him in advance.)
I'll be teaching a Numerical Analysis course for the first time in
