Recent content by salazar888

Yes sir, greatly appreciated.

1. Homework Statement I'm trying to perform a molecular orbital analysis of a tungsten hydride complex, (WH6) and I haven't been able to find an intuitive or basic definition for a "d0 complex". Every time I read an article about a d0 complex they tangentially mention them and then jump into...

Homework Statement I'm trying to perform a molecular orbital analysis of a tungsten hydride complex, (WH6) and I haven't been able to find an intuitive or basic definition for a "d0 complex". Every time I read an article about a d0 complex they tangentially mention them and then jump into...

Homework Statement "Find the area of the region that lies inside both curves (as an example), r=((sqrt(3)) cos(theta)) , r=sin(theta). This is Calculus 3. Areas and lengths in polar coordinates. Homework Equations Guys, I'm very confused because when the polar graphs are complicated we...

Yes it was my fault. I've only been on the forum for a couple of days. Thanks for the help guys. I will improve at typing the commands.

ok Thanks I get it now. I didn't think I could use 1 / n^2 as my greater function. Then I can just use p-series at this point. I was trying to be as clear as possible, I've only been on the website for a couple of days.

1?

The series 1/n does not converge. It's the harmonic series. You read it wrong. I get what you're saying though.

I just realized I don't even meet the requirements to do integral test since cosine is not a continuous function. I apologize. I figure I have to change the Bn then. I would have to find a larger function than An that converges.

Homework Statement I have to determine whether the series converges or diverges. \sum (cos^2 (n)) / n^2 +1 Homework Equations Suppose An and Bn are series with positive terms. If the limit of An over Bn as n approaches infinity equals C, and C is a finite number greater than 0...

Homework Statement We have to determine whether \sum 1/n^2 + 4 is convergente or divergent Homework Equations I'm trying to work the problem through trigonometric substitution. I was wondering if I could just determine that by the P-series test, the function 1/n^2 will always be larger...

I'm a Junior, Chemistry major. My schedule for the fall is the following. Inorganic Chemistry, Inorganic Lab, Advanced Organic Chemistry, Biochemistry, Calculus III. Is this suicidal? or is it possible to pull straight A's having these classes? I have the capacities. I'm just worried about the...