Apply algebraic procedures in solving problems 4 credits External
Links to objectives:
Key tips from Studyit
 Learn to solve equations by setting out logical steps rather than using guess and check.
 Answers should be expressed in their simplest algebraic form.
 When solving a word problem, you will be required to write equation(s).
 Be careful to copy terms correctly from step to step.
 Practise basic algebra skills thoroughly.
 Revise integers thoroughly.
 Check your factorising by expanding your answer.
 Substitute your answer into the equation to check that it is correct.
 Show all working as correct answers only may not be sufficient for showing evidence of the level of thinking required by the standard.
 Show intermediate steps in a logical manner and clearly communicate what is being calculated.
 By giving only the answer, you may lose the opportunity to provide evidence for grades or to have minor errors ignored.
 In the assessment, when you have finished answering a question, read through your answer to check that you have answered the question that was asked.
 Attempt all questions as evidence from higher level questions may be used in awarding credit for a lower grade.
LINKS FOR PAST PAPERS: 
ACHIEVEMENT INFORMATION: 


What you need to know:What you also need to remember is that no calculators are permitted in the exam. So please practise your integers skills  there is some work above.
The exam will be held on Tuesday 18 September. Your graphs and geometry mock exams will be Week 1, Term 4. 
POWERPOINTS:



RESOURCES:
Great books with heaps of worksheets for practising:

Practice for adding/subtracting integers
MERIT TYPE QUESTIONS 
EXCELLENCE TYPE QUESTIONS
