Theory of Equation#!#Cubic#!#Biquadratic

Transfomation OF quadratic equation theory OF equation || Cubic equation || n - degree equation ||Biquadratic equation

Theory OF Equation Illustrations

Introduction to Theory of Equation | Relation between Roots and Coefficients | Cubic Equation | Biquadratic Equation | Roots of equation

Theory of Equation| Problems based on cubic and higher degree polynomials

Theory of Equation | Problems based on cubic and higher degree polynomials

Classify the following polynomials as linear, quadratic,cubic and biquadratic polynomials: x+x^(2)+4( ii) 3x-2 (iii) 2x+x^(2)

Classify the following polynomials as linear quadratic,cubic and biquadratic polynomials: 3y( ii) t^(2)+1 (iii) 7t^(4)+4t^(3)+3t-2

Theory Of Equation|Exercise Questions|OMR

Exercise Questions|Theory Of Equation|Exercise Questions|OMR

Collision Theory || Arrhenius Equation and Variation OF Rate Constant With Temperature