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Form (Algebraic Fractions # (Requires (Factoring (To be (Simplified))),…
Form
Algebraic Fractions
#
or
Requires
Factoring
To be
Simplified
Require
Expanding
To be
Simplified
Evaluating
to be
fully
Simplified
Factorisation
#
Uses
Strategies
Especially
Common Factors/ G.C.F
#
Such as
Difference of Squares
Reverse Factorisation
Quadratic Trinomials
Such as
A= 1
A is not equal to 1
Index Laws
Are the rules to
Simplify expressions
Strategies include
Distributing exponents
Multiplication with the same base
Dividing with the same base
Negative exponents
Exponent = 0
Exponent being a fraction
The denominator in the fraction is turned into a root
The nominator is turned into an exponent
In order to solve Algebraic Fractions, factorisation is needed
Most common is G.C.F
Index Laws form the final product of an Algebraic Fraction