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Hewlett Packard PRIME

Numbers:
Rounding numbers.
Arithmetic:
Calculate maximum, minimum, dividing radicals and percentages.
Complex numbers:
Calculating real part, imaginary, conjugated, arguments and unit vectors.
Trigonometric Functions:
CSC, ACSC, SEC, ASEC, COT, ACOT.
Hyperbolic Functions:
SINH, ASINH, COSH, ACOSH, TANH, ATANH.
Probability:
calculating faculties, combinations, permutations, random numbers and of probabilities for normal, binomial or Poisson distributions.
Lists and matrices:
Creating lists (or matrices) and execute functions on these lists (or matrices).


SPECIFICATIONS/FEATURES

  • Algebra:
  • Simplify, summarize, multiplying, factoring, dismantling of arithmetic expressions.
  • Analysis:
  • Form of derivatives, integrals, differential operators, limits, sums, Laplace and Fourier transforms.
  • Solve:
  • Solving equations and differential equations.
  • Converting:
  • Apply power and Logarithmengesetzen and trigonometric principles to calculation expressions.
  • Number theory:
  • Divider, gcd, lcm, prime factorization, prime number, Euclidean algorithm modulo calculation.
  • Polynomials:
  • Zeros, dividers, factorization, gcd, lcm, Euclidean algorithm, Groebner basis, hermite, Lagrange, Laguerre, Legendre, Chebyshev polynomials.
  • Graphing:
  • Functions in one and two variables, implicit functions, direction fields, isolines.
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