Application of Peter Chew Theorem in Engineering [3rd Edition]
| AUTHOR | Chew, Peter |
| PUBLISHER | Pcet Ventures (003368687-P) (10/15/2023) |
| PRODUCT TYPE | Paperback (Paperback) |
The Objective of Peter Chew Theorem is to make it easier and faster to solve the problem of quadratic roots, by converting any value of the Quadratic Surds ??into the sum or difference of two real numbers or the sum or difference of two complex number.
Peter Chew theorem is AI age knowledge because the theorem can help convert all Quadratic Surds. In addition, the theorem can help convert easier and faster than current method. This will increase the effectiveness of mathematics teaching and learning. When the future epidemics such as Covid-19 occur in the future, it can effectively help mathematics teaching, especially for students studying at home.
3rd Edition adds Application of Peter Chew Theorem In Aerospace Engineering. The application of Peter Chew theorem in Engineering can make the teaching and learning of Engineering easier. Objectives Peter Chew Theorem is the same as Albert Einstein's famous quote everything should be made as simple as possible, but not simpler.
The Objective of Peter Chew Theorem is to make it easier and faster to solve the problem of quadratic roots, by converting any value of the Quadratic Surds ??into the sum or difference of two real numbers or the sum or difference of two complex number.
Peter Chew theorem is AI age knowledge because the theorem can help convert all Quadratic Surds. In addition, the theorem can help convert easier and faster than current method. This will increase the effectiveness of mathematics teaching and learning. When the future epidemics such as Covid-19 occur in the future, it can effectively help mathematics teaching, especially for students studying at home.
3rd Edition adds Application of Peter Chew Theorem In Aerospace Engineering. The application of Peter Chew theorem in Engineering can make the teaching and learning of Engineering easier. Objectives Peter Chew Theorem is the same as Albert Einstein's famous quote everything should be made as simple as possible, but not simpler.