Infinitesimal Complex Calculus
... No such result exists in the Calculus of Limits. 3) The Cauchy Integral Formula holds for Hyper-Complex Function analytic in an infinitesimal disk in the HyperComplex Domain. No infinitesimal disk exists in the Complex Plane, and no such result can exist in the Calculus of Limits. ...
... No such result exists in the Calculus of Limits. 3) The Cauchy Integral Formula holds for Hyper-Complex Function analytic in an infinitesimal disk in the HyperComplex Domain. No infinitesimal disk exists in the Complex Plane, and no such result can exist in the Calculus of Limits. ...
Number Sequences1
... This is the required sequence, so the nth term is n² + 1. There is no easy way of working out the nth term of a sequence, other than to try different possibilities. Tips: if the sequence is going up in threes (e.g. 3, 6, 9, 12...), there will probably be a three in the formula, etc. In many cases, s ...
... This is the required sequence, so the nth term is n² + 1. There is no easy way of working out the nth term of a sequence, other than to try different possibilities. Tips: if the sequence is going up in threes (e.g. 3, 6, 9, 12...), there will probably be a three in the formula, etc. In many cases, s ...
File
... 1. only (a) is rational; all others are irrational. 2. (a) is rational; this number is a terminating decimal (i.e. neither repeating nor continuing) (b) is irrational; the square root of 434 cannot be simplified to an integer. 5. (a), (d), (e) 7. (a), (b) 8. (a) 41 275 , 3 8 , 121 (b) All numbers fr ...
... 1. only (a) is rational; all others are irrational. 2. (a) is rational; this number is a terminating decimal (i.e. neither repeating nor continuing) (b) is irrational; the square root of 434 cannot be simplified to an integer. 5. (a), (d), (e) 7. (a), (b) 8. (a) 41 275 , 3 8 , 121 (b) All numbers fr ...
Mixed Numbers and Improper Fractions
... • Since the denominator is 4, we need 4 pieces to form one whole. To find how many groups of 4 there are in 13, do the long division: • We can form 3 whole circles and will have 1 out of ...
... • Since the denominator is 4, we need 4 pieces to form one whole. To find how many groups of 4 there are in 13, do the long division: • We can form 3 whole circles and will have 1 out of ...
Mathematics of radio engineering
The mathematics of radio engineering is the mathematical description by complex analysis of the electromagnetic theory applied to radio. Waves have been studied since ancient times and many different techniques have developed of which the most useful idea is the superposition principle which apply to radio waves. The Huygen's principle, which says that each wavefront creates an infinite number of new wavefronts that can be added, is the base for this analysis.