SERIES
... little change in the sum as we add more and more terms. AN INFINITE SERIES MAY DIVERGE in which case no sum can be obtained. ...
... little change in the sum as we add more and more terms. AN INFINITE SERIES MAY DIVERGE in which case no sum can be obtained. ...
Bharat Heavy Electrical Limited model Exam Paper
... For a lossy transmission line short circuited at the receiving end, the input impedance is given by (When Z0 is the characteristic impendence g is the propagation constant and L is the length of the line When two equal positive point charges are placed along X- axis at X1 and –X1 respectively t ...
... For a lossy transmission line short circuited at the receiving end, the input impedance is given by (When Z0 is the characteristic impendence g is the propagation constant and L is the length of the line When two equal positive point charges are placed along X- axis at X1 and –X1 respectively t ...
Complex Numbers: a + bi
... Multiply numerators and multiply denominators (5 + 32i – 48)/(25 + 144) Simplify (-43 + 32i) / (169) ...
... Multiply numerators and multiply denominators (5 + 32i – 48)/(25 + 144) Simplify (-43 + 32i) / (169) ...
Introduction to Integers
... apartment building and went to the elevator. They needed to go to the 6th floor to visit their cousin. How can we represent the number of floors they ascended? ZERO: In this case, zero represents the ground floor where Mary and George walked into the ...
... apartment building and went to the elevator. They needed to go to the 6th floor to visit their cousin. How can we represent the number of floors they ascended? ZERO: In this case, zero represents the ground floor where Mary and George walked into the ...
April 18
... Once we show that the combinatorially-defined Stirling numbers and the algebraically-defined Stirling numbers satisfy the same initial conditions and the same recurrence relations, the desired equality follows by induction. Until we’ve proved that the combinatorially-defined Stirling numbers equal t ...
... Once we show that the combinatorially-defined Stirling numbers and the algebraically-defined Stirling numbers satisfy the same initial conditions and the same recurrence relations, the desired equality follows by induction. Until we’ve proved that the combinatorially-defined Stirling numbers equal t ...
Notes
... computational geometry, two large applied areas of computer science – or better said, two areas of computer science with very wide application in engineering, physics, computational biology, etc. Real numbers are of central concern in mathematics, e.g. in real and complex analysis, geometry, and alg ...
... computational geometry, two large applied areas of computer science – or better said, two areas of computer science with very wide application in engineering, physics, computational biology, etc. Real numbers are of central concern in mathematics, e.g. in real and complex analysis, geometry, and alg ...
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.