Solving Exponential and Logarithm Equations
... In order to solve exponential equations and logarithm equations, it is helpful to know they are opposite operations – just as addition and subtraction are opposite operations, and just as multiplication and division are opposite operations. They essentially ‘undo’ each other, which is a basic concep ...
... In order to solve exponential equations and logarithm equations, it is helpful to know they are opposite operations – just as addition and subtraction are opposite operations, and just as multiplication and division are opposite operations. They essentially ‘undo’ each other, which is a basic concep ...
Chapter 4: Factoring Polynomials
... Finding the GCF of a List of Integers or Terms 1) Prime factor the numbers. 2) Identify common prime factors. 3) Take the product of all common prime factors. • If there are no common prime factors, GCF is 1. Martin-Gay, Developmental Mathematics ...
... Finding the GCF of a List of Integers or Terms 1) Prime factor the numbers. 2) Identify common prime factors. 3) Take the product of all common prime factors. • If there are no common prime factors, GCF is 1. Martin-Gay, Developmental Mathematics ...
Polynomials notes
... Types of Polynomials We can classify a polynomial by the numbers of terms it has. Polynomials with 1, 2, or 3 terms have special names. A monomial has 1 term; for example: 5x , 9 , -2p2 A binomial has 2 terms; for example: 2c – 5 , 2m2 + 3m , x + y A trinomial has 3 terms; for example: 2h2 - 6h + 4 ...
... Types of Polynomials We can classify a polynomial by the numbers of terms it has. Polynomials with 1, 2, or 3 terms have special names. A monomial has 1 term; for example: 5x , 9 , -2p2 A binomial has 2 terms; for example: 2c – 5 , 2m2 + 3m , x + y A trinomial has 3 terms; for example: 2h2 - 6h + 4 ...
Maths Leaving Cert Higher Level –Algebra Paper 1
... Factor: If we divide a factor of an equation into that equation there will be no remainder. Roots: The roots of a cubic/quadratic equation will be a factor of the final term, the number without an x. Leaving Certificate 2005, Q2 (b) The cubic equation root and two irrational roots. Express the irrat ...
... Factor: If we divide a factor of an equation into that equation there will be no remainder. Roots: The roots of a cubic/quadratic equation will be a factor of the final term, the number without an x. Leaving Certificate 2005, Q2 (b) The cubic equation root and two irrational roots. Express the irrat ...
Full text
... rows and main diagonals of Pascal's triangle provided there are 2u, 2v, 2w, 2u, 2v, and 2w coefficients on the consecutive sides. Being unable to prove the conjecture in general, we here prove it for the case u = 3, V = 2, and W = 1. ...
... rows and main diagonals of Pascal's triangle provided there are 2u, 2v, 2w, 2u, 2v, and 2w coefficients on the consecutive sides. Being unable to prove the conjecture in general, we here prove it for the case u = 3, V = 2, and W = 1. ...
