Spm Add Maths Form4 Quadratic Equation 3 Useful Example

Spm Add Maths Form4 Quadratic Equation 3 Useful Example Youtube In this video, you will learn what is the different between two different distinct roots, two equal roots and no root or they called it no intersect. then yo. (3 marks) answer: form a quadratic equation – spm 2009 paper 2 question 2. the quadratic equation x 2 – 5x 6 = 0 has roots h and k, where h > k. (a) find. i) the value of h and of k. ii) the range of x if x 2 – 5x 6 > 0 (5 marks) (b) using the values of h and k from 2(a)(i), form the quadratic equation which has roots h 2 and 3k.

Spm Form 4 Add Math Notes Additional Mathematics Form 4 Spmођ Equations involving indices. example 1 (index equation – equal base) example 2 (index equation – equal base) example 3 (index equation – equal base) example 4 (index equation – substitution) example 5 (unequal base – put log both side) equations involving logarithms. example 1, example 2, example 3, example 4 & example 5. Spm add maths formula list form4 091022090639 phpapp01. this document provides a summary of various math formulae for form 4 students in malaysia, including: 1. functions, quadratic equations, and quadratic functions 2. simultaneous equations, indices and logarithms, and coordinate geometry 3. statistics, circular measures, and differentiation. The diagram below shows the graph of the quadratic function f(x) = (x 3) 2 2h – 6, where h is a constant. (a) state the equation of the axis of symmetry of the curve. (b) given the minimum value of the function is 4, find the value of h. solution: (a) when x 3 = 0 x = –3 therefore, equation of the axis of symmetry of the curve is x. These are the formulae that will be given to help you to answer the spm additional maths questions. however, more important is that you know how to apply those formulaes to solve your questions. buy some exercises from the bookstore and work on the questions everyday and you will master all those formulaes.

Spm Add Maths Form 4 Chapter 2 Quadratic Equation Type Of Roots The diagram below shows the graph of the quadratic function f(x) = (x 3) 2 2h – 6, where h is a constant. (a) state the equation of the axis of symmetry of the curve. (b) given the minimum value of the function is 4, find the value of h. solution: (a) when x 3 = 0 x = –3 therefore, equation of the axis of symmetry of the curve is x. These are the formulae that will be given to help you to answer the spm additional maths questions. however, more important is that you know how to apply those formulaes to solve your questions. buy some exercises from the bookstore and work on the questions everyday and you will master all those formulaes. 2.3.2 solving quadratic equations – completing the square. 1. the expression x2 2x 1 can be written in the form (x 1)2, it is called a “perfect square”. 2. if the algebraic expression on the left hand side of the quadratic equation is a perfect, the roots can be easily obtained by finding the square roots. 1. This is one of the famous type of past year question, which will ask you to form a new quadratic equation using the roots given.anyways, if you would like to.