I have written a DLL which contains a function for each of the
following operations:

Arc Sine of an Angle in Radian
Arc Tangent of an Angle in Degrees
Arc Sine of an Angle in Degrees
Arc Cosine of an Angle in Degrees
Arc Cosine of an Angle in Radian
Area of a Hexagon
Area of a Circle
Area of a Decagon
Area of a Heptagon
Area of an Endecagon
Area of an Enneagon
Area of a Dodecagon
Area of an Octagon
Area of a Pentagon
Area of a Square
Area of a Parallelogram
Area of a Right Triangle
Area of a Trapezoid
Area of an Equilateral Triangle
Circumference (Perimeter) of a Circle
Common Logarithm
Common Antilogarithm
Cosecant of an Angle in Degrees (Measured from the lines)
Cosecant of an Angle in Radian (Measured from the lines)
Cosine of an Angle in Radian (Measured from the lines)
Cosine of an Angle in Degrees
Cosine of an Angle in Degrees (Measured from the lines)
Cotangent of an Angle in Degrees (Measured from the lines)
Cotangent of an Angle in Radian (Measured from the lines)
Cube (X to the 3rd power)
Cube Root
Degrees-to-Radian Conversion
Exponentiation (X to the Y "Power")
Factorization of a Number
Height of a Right Circular Cone
Height of a Cylinder
Perimeter of an Endecagon
Perimeter of a Hexagon
Perimeter of a Dodecagon
Perimeter of a Heptagon
Perimeter of an Enneagon
Perimeter of a Decagon
Perimeter of a Parallelogram
Perimeter of an Octagon
Perimeter of a Square
Perimeter of a Pentagon
Perimeter of a Triangle
Perimeter of a Trapezoid
Pythagorean Theorem
Radian-to-Degrees Conversion
Radical Root
Radius of a Right Circular Cone, where Volume and Height are known
Radius of a Cylinder, where Volume and Height are known
Radius of a Circle, where the Area is known
Radius of a Circle, where the Circumference is known
Secant of an Angle in Radian (Measured from the lines)
Secant of an Angle in Degrees (Measured from the lines)
Side Length of a Square Cube, with Volume known
Side Length of a Rectangular Solid, with Volume known
Sine of an Angle in Degrees
Sine of an Angle in Radian (Measured from the lines)
Sine of an Angle in Degrees (Measured from the lines)
Slope of a Line
Surface Area of a Rectangular Solid
Surface Area of an Octahedron
Surface Area of a Square Cube
Surface Area of a Prism
Surface Area of a Right Circular Cone
Surface Area of a Sphere
Surface Area of a Cylinder
Surface Area of a Tetrahedron
Surface Area of a Icosahedron
Surface Area of a Dodecahedron
Tangent of an Angle in Radian
Tangent of an Angle in Degrees
Tangent of an Angle in Radian (Measured from the lines)
Tangent of an Angle in Degrees (Measured from the lines)
Uncommon Antilogarithm
Uncommon Logarithm
Volume of a Right Circular Cone
Volume of a Rectangular Solid
Volume of a Cylinder
Volume of a Square Pyramid
Volume of a Square Cube
Volume of a Tetrahedron
Volume of a Sphere

If you are a windows programmer, or just getting started, this
message is for you. I have just completed the development and
testing of a Dynamic Link Library that is sure to make your
computing easier. This DLL contains the eighty-six functions for
trigonometry, calculus and geometry listed above.

For an extremely small fee of only $7.00, I would be happy to send
you a copy of my DLL-Product software. When you purchase the
software, you will receive the following files on diskette. Those
that are marked as "Redistributable" may be redistributed by you
only in accordance with the terms of the License Agreement that you
will receive.

MathRdp1.DLL - Redistributable.
RdpMath1.TPU - Redistributable.
RdpMath1.HLP - NOT A REDISTRIBUTABLE.
RdpMath1.TXT - NOT A REDISTRIBUTABLE.
License.TXT - NOT A REDISTRIBUTABLE.
Readme.TXT - NOT A REDISTRIBUTABLE.

If interested in receiving a complete package of these files,
please send a check or money order for $7.00 (payable in US funds)
to: Roy D. Pope, Jr., PO Box 720, Mobile, AL 36601. Indicate
RdpMath1 in a note with your payment.

Money order payments will be processed within 24 hours of receipt.
Payment by personal check must clear the bank before being
processed. Sorry, no credit card or COD orders, please.

If requested, your order can be sent to you via e-mail upon receipt
of payment. Be sure to include your complete e-mail address with
your order.

In article <19980304063000.BAA20...@ladder02.news.aol.com>, RD122666
<rd122...@aol.com> scribbled :

And, btw, these things are easy to do. I wrote the same thing as your
library, and an astronomical function library, in about 4 hours flat in
Delphi. I could do it in about 2 hours for DOS using assembler, but my
Win32 assembly skills aren't too good yet..