New formulas For Linear Motion, Impulse, Energy And Power
Abstract In an attempt to prove Newton’s linear equation using several methods. New formulae were obtained for eight rectilinear motion and several other new formulae were obtained for linear momentum were obtained for linear momentum, energy, power, and projectiles. Keywords: Linear Momentum, Impulse, Work, Energy, Power, Newtonian Physics, Rectilinear Motion, Linear Motion, Projectiles,
Equations of Linear Motion
The research work is aimed at proofing equations of linear motion through normal formula derivation, calculus notations with a new innovation using matrices to express the equation of linear motion: as well as other physical quantities in mechanics such as: force, work, impulse, linear, momentum, pressure and power in a connective manner. It also tries to relate Sir Isaac Newton’s (1642 – 1728) laws of motion to the experimental works of the great Italian physicist ...
Factorizing Polynomial Functions Using the Sum and Differences of Two Powers or Index
This research findings involves factorization of polynomial functions without using the popular or regular factor theorem, long division or remainder theorem but makes use of the sum and difference of two powers; e.g x2 – 1, x3 + 1, x3 – 1, x4 – 1 e.t.c A constant term is usually added and subtracted from the polynomial thereby resulting to sum and differences of two powers. Further simplifications will completely factorize the polynomials to the given factors. This research work co...