Math Forum / Mathematics / Undergraduate Math / April 2009

On the contrary, I think geometry is a repugnant subject. I was first interested in mathematics when I learned of a girl who kept on skipping grade in my school. THat makes me feel stupid - why can a little girl be smarter than be? So I started using the textbooks from the public ...

contact me at solutionbuy[at]gmail.com for any solution manuals listed
below.
Analysis- With an Introduction to Proof, 4-E-Instructors SM
Instructors Solution Manual Gas Dynamics  John & Keith

Our local group has developed a free JAVA applet that helps users to
study spatial geometry in a dynamic and interactive way. Using it, the
user can rotate, zoom out, zoom in and translate a plethora of
polyhedra. Moreover, the program is able to compute topological and

I will admit I've been a bit puzzled by recent false claims about my
latest research linking Pell's Equation to a discrete ellipse and in
so doing to integer factorization.  I've heard of academic jealousy
but what's going on here is almost beyond belief.

I have 2 similar triangles. JKL is similar PQR.
PQR=
QR=x
RP=84

i want Engineering Mechanics: Dynamics, 5th Edition solutions manual.

I came across these two problems from Saff and Snider's Fundamentals of
Complex Analysis, 3rd. They are on Page 178 and 179 of the textbook. I
am working on them for fun but not for assignments.
a) \int_{\Gamma} [log(z)]^2 dz along the line segment from z=1 to z=i.

Please send me the solution manual to A first course in Probability by
Sheldon Ross 7th edition.

Please help to solve this problem. lim x->0   (tanx-sinx)/(x^3). Thanks

I want to solve the boundary value problem:
Laplace's equation for u(r, theta) = 0, 1 < r < 2, 0 < theta < a
(i) ur(1,theta) = 0
(ii) ur(2,theta) = 0

How would you find 15% of 30?

Please send me Network Security Essentials: Applications and Standards
(3rd Ed., William Stallings) Solution manual.
Thank you

Some of you may know that I've found that Pell's Equation can be more
simply solved by using alternates to it, like the negative Pell's
Equation, as given x^2 - Dy^2 = 1, for instance, if you have a
solution to

a · 2 / h + 1 | rXF_X2 = f
h · 2 + rXF_X2 = f
e - rXF + f = d
b< + b> - OXF = P>

Looking over the literature over Pell's Equation available on the web,
it appears that there are weird blind spots in what is commonly
reported related to results having to do with:
(x-1)(x+1) = Dy^2