Simplify the expression: 16 x^2 + 2 + 2 x - 15 x^2 - 1 + 14 x. Simplify the expression. (18x^3y^4)^-3(18x^3y^4)^4 Simplify the expression. 12\sqrt[4]{2} - 7\sqrt[4]{312} Simplify the following expression: (4 x - 6) - (3 x + 6) Sim...
(i) Express every denominator in the form sqrt(a)-sqrt(b) or sqrt(a)+sqrt(b) by finding the square root and rationalize them. (iii) Simplify the surds in each denominators and then rationalize.
Multiply and simplify. (9\sqrt{6} - 4\sqrt{10})(\sqrt{6} - 7\sqrt{10}) Multiply and simplify. (3x - 5)(5x + 4) a. \ 15x^{2} + 13x - 20 b. \ 15x^{2} + 37x - 20 c. \ 15x^{2} - 13x - 20 d. \ 15x^{2} - 37x - 20 Multiply and simplify. \frac{(\te...
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return sqrt(sqrnorm(m)); } //--- //! compute the squared Frobenius norm of a matrix (or squared Euclidean norm of a vector) template <typename Scalar, int M, int N> inline Scalar sqrnorm(const Matrix<Scalar, M, N>& m) Expand All @@ -566,8 +534,6 @@ inline Scalar sqr...
sqrt(T**2 - 4*D)) * sympy.Rational(1,2) l2 = (T - sympy.sqrt(T**2 - 4*D)) * sympy.Rational(1,2) # Symbolic simplification may fail if self._try_simplify: try: l1 = sympy.simplify(l1) l2 = sympy.simplify(l2) except: pass # The symbolic expressions for the eigenvalues ...
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