WorksheetsPartial Fractions Exit Ticket
Total questions: 11
Worksheet time: 16mins
If the degree of numerator N(x) is equal or greater than the degree of denominator D(x), then the fraction is:
proper
improper
both proper and improper
none of the above
Is this algebraic fraction a proper or improper fraction?
Proper
Improper
If the degree of numerator N(x) is less than the degree of denominator D(x), then the fraction is:
proper
improper
both proper and improper
none of the above
What type of denominator does this algebraic fraction have?
Linear distinct factors
Repeated linear factors
Irreducible quadratic factor (cannot be factorised)
What type of denominator does this algebraic fraction have?
Distinct linear factors
Repeated linear factors
Irreducible quadratic factors (cannot be factorised)
(x−1)(2x+1)27−x
What type of denominators do this algebraic fraction have?
Linear factor
Repeated linear factor
Irreducible quadratic factor (cannot be factorised)
What should be the partial fractions for this expression?
What should be the partial fractions of this expression?
Find the partial fraction decomposition...
Find the partial fraction decomposition of the problem above.
Using these phrases provided, write down you have learnt in today's lesson about Partial Fractions.
Partial fraction decomposition,
Linear distinct factors,
Repeated linear factors,
Irreducible quadratic factors
