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EMTask Algebra Equations 2.0
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algebraic equations together with test authoring tools. Problems of 11 levels of complexity vary from basic to advanced: linear, quadratic, biquadratic, reciprocal, cubic, high degree and complex fractional equations. Fully explained step by step solutions. Each solution step is provided with the corresponding objective, definition, rule and proof of the underlying math formulae or theorem. Tutoring material is available in two languages and is always
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equations with guided solutions, and encourages to learn through in-depth understanding of each solution step and repetition rather than through rote memorization. The software includes linear, quadratic, biquadratic, reciprocal, cubic and fractional algebraic equations. Each solution step is provided with its objective, related definition, rule and underlying math formula or theorem. A translation option offers a way to learn math lexicon in a foreign
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70698 algebraic problems from basic to advanced. Proving algebraic identities, solving linear, quadratic, biquadratic, reciprocal, cubic equations and inequalities, and more. Fully explained step by step solutions. Tutoring material provided for each solution step. Formulas proofs. Authoring options to develop didactic materials, variant tests and lesson plans Proofs of identities, solutions of equations and inequalities, simplification of expressions.
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The program allows you to solve algebraic equations in the automatic mode. You just enter an equation in any form without any preparatory operations. Step by step Equation Wizard reduces it to a canonical form performing all necessary operations. After that it determines the order of the equation, which can be any - linear, square, cubic or, for instance, of the 7-th power. The program finds the roots of the equation - both real and imaginary.
SLAE SOLVER allows to find on a PDA high accuracy solutions of linear algebraic systems with N equations.
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SLAE SOLVER allows to find on a personal computer high accuracy solutions of linear algebraic systems with N equations, where N may reach hundreds or thousands
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