You are here:

- Home
- Science
- Math for Kids
- Geometry
- Arithmetic and Geometric Progression for Complex Numbers

Advertisement

Dear Prof Azeem

Can Arithmetic progression and Geometric progression series be applied to complex numbers?

Thanks

Prashant

Hi Prashant,

Yes then can! For arithmetic progressions, the formula for determining the summation is the same.

For geometric progressions, they will converge if the modulus of the common ratio is strictly less than one (|r|<1). In such case, the same summation formula applies.

Thanks for asking,

Azeem

I welcome your questions on algebra, 2D and 3D geometry, parabolic functions and conic sections, and any other mathematical queries you may have.

4 years as a drop-in and by-appointment tutor at Champlain College.
Private tutor for dozens of clients over the past 8 years.**Publications**

CALPHAD: Computer Coupling of Phase Diagrams and Thermochemistry**Education/Credentials**

Bachelor of Science, Major Mathematics and Major Economics, McGill University, 2014.
Diploma of Collegiate Studies; Pure and Applied Science, Champlain College Saint-Lambert, 2010.