Phuk Me Runnin

The dayum newspaper company here employs or subs out delivery drivers to throw trash in everyone's yards; they are mindful to make sure it's in the right-of-way and not on personal property. I've called them 7 times and asked them to stop delivering unsolicited material to my home and they have yet to stop. I would love to get up at 4 am and catch the guy, but I haven't succeeded. What legal action can I take? The only things that come to mind are to file a police complaint about littering or a TRO (temp. restraining order) against the newspaper company.

Thoughts?

Ce^(4x) = (y-2) / (y+2)

answer should be y= 2 (1+Ce^(4x)) / (1-Ce^(4x)) :: how to isolate y? I think this is one of those algebra trix I always 4get.

L = ⌡ √ 1+[ f ' (x) ]² this breaks down to ⌡ √ 1 + y² dx I was wondering if I could use trig identities. I get it to sec(x)^3; the integral of that is ln(sec(x) + tan(x) but subing back in I'm not getting the correct answer.

I cut his nails once a month; usually they're healthy looking. This time, they are black / brownish and fragile. I think it's a fungal infection. What do you think & could you provide a link to an ointment or a name of a treatment I could search for please. Sammy thanks you as well.

I paid a handyman 225 cash for work to be done; I trusted him because he's done work for me before. He's been giving me the run-around for a week now and currently not answering phone. Where do I file charges, my city/county or the city of his residence? Is this a matter for the police or just a civil suit?

Thnx

I get -e^(-x) (x²+2x+2) + C could someone do w/ integration by parts please & show work, TIA

This is a divergent series, because as n-> infinity you just continue to add 2.72 or e to the summation forever. But I can't ignore what is said in Calc for Dummies book, and I'm probably missing something, could someone explain?

"Sequence & related function go hand in hand. If the limit of the function as x approaches inf is some finite # 'L', the the limit of the sequence is also L and the sequence converges to L. This graph also has a horizontal asymptote at L."

This is all true in the case of (1+1/n)^n, but the series diverges. Mainly because (1+1/n)^n does not = 0 as n -> inf. Maybe I'm looking at two different things?

I've tried long division to get in proper form, but it still doesn't seem to be in 'proper form'.

I have the answer book, don't understand how to get to one step

[int] e^(2x) dx / e^(2x) + 3e^x + 2 let u = e^x, then x = ln u and dx = du/u

[int] u² * du/u / u² + 3u + 2 (one of the U's will cancel on the numerator, leaving udu)

[int] udu / (u+1)(u+2) (the denominator factors)

[int] [-1 / u+1 + 2/u+2]du where is the -1 & +2 numerators coming from?

Thnx for the help, people here have really helped me out. (mech)

can you do this w/out substitution?

ty

Integration help (tan^3(x)) / (sec^2(x))

ty

I can't find these rules anywhere, but have noticed they work. Seems to be twice the leading number & the sq rt of the natural log. Can someone explain why they work.

What masses of carbon dioxide & water (in grams) are formed?

Plz explain. TIA

⌠ cosx + sin 2x / sinx

I've got the solution book, but the author skips steps, so in this case I can't figure out the missing parts.

Use the Double ang formula:

⌠ cosx + 2sinxcosx / sinx dx

then somehow he gets to ⌠ sinx/cosx

then he gets that to ⌠ 2cosx dx

I just need help to get to those 2 steps, I can do the substitution.

Thanx

Let u = 2x+1

du = 2 dx

1/2 du = dx

So I've got 1/2 ⌠ x/u dx

this doesn't work, i should end up w/ (2x+1)-1 / 2x+1

How would you prepare 10 mL of a 0.25 M HCl solution if 1 M HCl

I have a house & detached garage built in the 50's. There is no insulation in the walls and there are Asbestos shingles. Is there anything on the market that I could put on the outside of the house?

I have used the 1/2" foam board, but don't like it because it's hard to make a smooth surface on top of the shingles.

Also, I'm not interested in spaying foam insulation down or up into the walls.

Any Ideas? Thnx