Complex Analysis

Complex Analysis Made Easy - Step by Step - with the TI-Nspire CX (CAS) Calculator.

Solve Complex Analysis problems stepwise using this Ti-Nspire CX Program

Price:

$49.95

Complex Analysis Made Easy

Runs on TI-Nspire CX CAS and TI-Nspire CX II CAS only.
Program does not run on computers!

TI-Nspire CX CAS

TI-Nspire CX II CAS

APP PURCHASE

Enter the last 8 digits of your TI-Nspire's Product ID.

Located under 5:Settings → 4:Status → About

Sample ID: 1008000007206E210B0BD92F455. HELP .
(You would only type BD92F455 in below's box.)

Enter last 8-digits of the ID:
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During the PayPal checkout, you may select GUEST checkout
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After payment is made you will be sent an email containing app and key.

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Attention: This APP requires a CX CAS TI-Nspire.
The APP will not run on a CX TI-Nspire!
Check for the CAS symbol on the top right.

PROGRAM DESCRIPTION

Best Complex Analysis App for handheld devices
  • Step by Step Complex Numbers
  • Step by Step Analytic and Harmonic Functions
  • Step by Step Cauchy-Riemann Conditions
  • Step by Step Solve Contour Integrals
  • Step by Step Poles and their Order
  • Step by Step Residues and their Sums
  • Step by Step Solve Complex Equations
  • Step by Step Solve Quadratic Equations
  • Step by Step Differentiation and Integration

FUNCTIONALITY & MENU ITEMS OF APP

Algebra & Complex Numbers
  • Solve any Equation or Inequality
  • One Complex Number: All-in-one-Explorer
  • Two Complex Numbers: All-in-one-Explorer
  • Compute Argument and Modulus Step by Step
  • Multiply and Divide Complex Numbers in Polar Format
  • Multiply and Divide Complex Numbers in Exponential Format
  • Convert Complex Numbers: Rectangular, Polar and Exponential Formats
  • Convert Degree / Radian
  • De Moivre Theorem : (a+bi)^n
  • De Moivre Theorem : r*(cos(x)+sin(x)*i)^n
  • Find n-th Roots of z using deMoivre
  • Roots of Unity : z^n=1
  • Remainder Theorem
  • Find Partial Fractions
  • Factor
  • Expand/Distribute
Functions & Poles & Residues
  • Evaluate f(z)
  • Find Poles of f(z)
  • Find the Order of Poles of f(z)
  • Pole-Zero Plot
  • Find Residues of f(z) and their Sum
  • Find Limits: lim z->c f(z)
Quadratic Equations
  • Do the Quadratic Equation
  • Compute Discriminant
  • Complete the Square
  • Complete the Square to find Zeros
  • Complete the Square to find Vertex
Derivatives
  • Is Complex f Analytic?
  • Check Cauchy-Riemann Conditions
  • Is f Harmonic?
  • Find the Harmonic Conjugate Function
  • Find f'(z) and f”(z)
  • Evaluate f'(z) and f”(z)
  • Step by Step Differentation
  • Find Curl, Gradient, Divergence
  • Find Laurent Series at Poles
Integrals
  • Find Integral f(z)dz
  • Find Definite Integral (z)dz over [z1,z2]
  • Find Contour Integral f(z)dz
  • Find Integral via Contour Integral and Residual Theorem
  • Find Curve Integral Integral f(z)dz
  • Find Antiderivative & Constant of Integration: Integral f(x)dx + C
  • Step by Step Integration: Integral f(x)dx
Transforms
  • Laplace Transforms
  • Solve 2. order Diff Eq using Laplace Transforms
  • Solve 3. order Diff Eq using Laplace Transforms
  • Table of Laplace Transforms
  • Inverse Laplace Transform
  • Fourier Transform of Piecewise Def Function
  • Fourier Transform of f(t)
  • Inverse Fourier Transform
  • Table of Fourier Transforms
  • Table of Z-Transforms
Differential Equations
  • Solve any 1. order Differential Equation
  • M(x,y)dx+N(x,y)dy=0
  • Linear in y Differential Equation
  • Newtons Law of Cooling / Heating
  • Euler Method given n=Number of Pts.
  • Solve any 2. order D.E.
  • Homogeneous Differential Equation
  • Non-Homogeneous Differential Equation
Extras & User Help
  • Help & Use of Keys
  • What to Input
  • About us
  • Set FontSize
Vectors
  • Read about Vectors
  • All in one Vector Explorer
  • Find Norm
  • All in one 2-Vectors Explorer
  • Find Angle between 2 Vectors
  • Find Cross Product
  • Gradient Vector Field
  • Laplacian of Scalar Field
  • Divergence of a 3D Vector Field
  • Curl of a 3D Vector Field
  • Line Integral Integral(f1dx+f2dy) over Curve C
  • Area under Param. Curve using Line Integral
  • Line Integral given Function & Parametrization
  • Line Integral given Function & 2 Points
  • Line Integral given Vector Field & Parametriz.
  • Greens Theorem Integral(Pdx+Qdy)
  • Greens Theorem Integral(Pdy+Qdx)
  • Surface Integral: Function
  • Surface Integral: Function & t-u-Parametrization
  • Surface Integral: Vector Field
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