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complex - Construct complex data from real and imaginary parts. conj - Complex conjugate. imag - Complex imaginary part. real - Complex real part. unwrap - Unwrap phase angle. isreal - True for real array. cplxpair - Sort numbers into complex conjugate pairs. Rounding and remainder. fix - Round towards zero.

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Sep 25, 2011 · Nope. The only complex values the TI-84 Plus can store are used in complex variables which can't be used as the entry of a list or matrix. If you want to solve systems with complex numbers, you'll have to use a third-party program, such as the one linked in the other poster's answer.

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•Analyze systems of linear equations geometrically using the geometry of solution sets and linear transformations. 2.Solve the matrix equation Ax = x (chapters 5–6). •Solve eigenvalue problems using the characteristic polynomial. •Understand the geometry of matrices using similarity, eigenvalues, di-agonalization, and complex numbers.

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Chapter 2 - Linear Equations and Inequalities 2.1 Introduction to Algebra 2.2 Simplifying Algebraic Expressions 2.3 Linear Equations: Part I 2.4 Linear Equations: Part II 2.5 Applications of Linear Equations 2.6 Ratio and Proportion Applications 2.7 Introduction to Inequalities and Interval Notation 2.8 Linear Inequalities (one variable)

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Linearity, linear operators, and self adjoint eigenvalue problems 1 Elements of linear algebra The study of linear partial differential equations utilizes, unsurprisingly, many concepts from lin-ear algebra and linear ordinary differential equations. Here a brief overview of the required con-cepts is provided. 1.1 Vector spaces and linear ...

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Systems of linear equations are a useful way to solve common problems in different areas of life. One of the most powerful ways to use them is in a comparison model where two similar situations are compared side by side to determine which one is better.