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Transcript
The Robert Smyth School
Mathematics Faculty
Topic :
Subject:
Learning Style:
Linear equations
Level :
Equations
Group card sort
Modelling
Paired modelling
Lesson Objective :
To solve linear equations
Resources
Lesson Starter



Introduction to basic algebra, symbols and think of a no. etc
True or false?
Main Activity

Solving Ax = B & A  B type equations


Plenary
Using
‘thinkers –
ATM’
HW
x

Solving x  C = B type equations
Solving Ax  C = B type questions
3x  6  9
3x  6  6  3
After using LS(3b)B, teach
3x  3
x 1
Solving Ax  C = Dx  B

Dominoes/follow me games




Top trumps
Assessing students work
Sorting activity
Number lines

Easy hard
Give me some easy questions, give me some hard!!
 Peculiar
 Comparing contrasting 3
 Open questioning eg ‘Give me a question that has the answer x
= 3, x = ¾ x = 0.6’ – students to choose
Produce an easy and a hard question, complete with solution, ready
for your partner to solve as a lesson starter next lesson
Other Lessons
LP1 – Solving equations using the matching method
LP2 – Creating and solving linear equations
LP3 – Creating and solving harder equations




LS(3b)A – Algebra intro
LS(3b)B – TorF


PP(3b)B - Equations 2
PP(3b)C - Equations 3

PP(3b)E Alternatively
Linear Equations
(all types!)
PP(3b)D - Equations 4
PP(3b)A - Equations 1

Group work
- Follow me equations I
- Follow me equations II

PL(3b)A – Solving linear
equation
PL(3b)B – Mind reader
