Race Track
Problem Questions
Monday, 15 August 2011
Thursday, 11 August 2011
Year 8 Maths Lesson 8: Expanding
Learning Objectives:
More intro to algebra concepts
Introduction:
Allow students to play with the blocks-
Who can come up with the most creative design?
Introduce problem:
Talk through the questions- When you get up to the picture part, give them subtle hints... "What does squared sound like?"
Resources:
Double Staircase worksheet
Coloured blocks
Puzzle sheet
Heinemann Maths 8
Extension Work:
Puzzle sheet
Supplementary Work:
Timing:
Playing with blocks (5 min)
Intro to worksheet (5 min)
Worksheet (15 min)
Discussion (5-10 min)
Expansion examples on board:
5(x - 2)
2a(a + 3b)
2x2y(x5 - 3xy3)
5(a + 6b) - 3a(3 - 10a) - 3b
Steps:
1) Expand brackets
2) Group like terms
3) Simplify
Workbook 4.10 (20 min)
1) 2) 3) 4) 6) 8) 9)
Puzzle Sheet (the rest)
Behavioural Management:
Don't be afraid to shift students!!
Homework:
Collect homework sheets
Remind about mathletics
More intro to algebra concepts
Introduction:
Allow students to play with the blocks-
Who can come up with the most creative design?
Introduce problem:
Talk through the questions- When you get up to the picture part, give them subtle hints... "What does squared sound like?"
Resources:
Double Staircase worksheet
Coloured blocks
Puzzle sheet
Heinemann Maths 8
Extension Work:
Puzzle sheet
Supplementary Work:
Timing:
Playing with blocks (5 min)
Intro to worksheet (5 min)
Worksheet (15 min)
Discussion (5-10 min)
Expansion examples on board:
5(x - 2)
2a(a + 3b)
2x2y(x5 - 3xy3)
5(a + 6b) - 3a(3 - 10a) - 3b
Steps:
1) Expand brackets
2) Group like terms
3) Simplify
Workbook 4.10 (20 min)
1) 2) 3) 4) 6) 8) 9)
Puzzle Sheet (the rest)
Behavioural Management:
Don't be afraid to shift students!!
Homework:
Collect homework sheets
Remind about mathletics
Year 7 Maths Lesson 7: Substitution (recap)
Learning Objectives:
Substitution (Recap)
Introduction:
What do pronumerals represent?
Please note in your books:
If a = 10, what does 3a = ?
3a
= 3 x a
= 3 x 10
Convention:
We write 5 lots of x as:
5x
We write 3 x (x + 1) as:
3(x + 1)
4ab is the way we write 4 x a x b
If a = 2 and b = 3, what does 4ab = ?
4ab
= 4 x a x b
= 4 x 2 x 3
= 8 x 3
= 24
If T = 4a - 2, what does T = ?
Resources:
Substitution chart(s)
Workbook
Puzzle sheet
Extension Work:
Puzzle sheet
Timing:
Collect homework
For those that missed yesterday's lesson:
Intro: (5 min)
Substitution chart (15 min)
Correct chart (5-10 min)
Workbook 6.3 (15 min)
Correct workbook (5-10 min)
Puzzle sheet (the rest)
For those that attended yesterday's lesson:
More advanced substitution chart (10 min)
Mathletics (the rest)
Behavioural Management:
Have an idea of who we didn't have yesterday that may have caused the disruptions, should they have attended...
Perhaps speak to M- about calling out.
Keep an eye on S-.
Homework:
Remind them about mathletics.
Collect homework
Substitution (Recap)
Introduction:
What do pronumerals represent?
Please note in your books:
If a = 10, what does 3a = ?
3a
= 3 x a
= 3 x 10
Convention:
We write 5 lots of x as:
5x
We write 3 x (x + 1) as:
3(x + 1)
4ab is the way we write 4 x a x b
If a = 2 and b = 3, what does 4ab = ?
4ab
= 4 x a x b
= 4 x 2 x 3
= 8 x 3
= 24
If T = 4a - 2, what does T = ?
Resources:
Substitution chart(s)
Workbook
Puzzle sheet
Extension Work:
Puzzle sheet
Timing:
Collect homework
For those that missed yesterday's lesson:
Intro: (5 min)
Substitution chart (15 min)
Correct chart (5-10 min)
Workbook 6.3 (15 min)
Correct workbook (5-10 min)
Puzzle sheet (the rest)
For those that attended yesterday's lesson:
More advanced substitution chart (10 min)
Mathletics (the rest)
Behavioural Management:
Have an idea of who we didn't have yesterday that may have caused the disruptions, should they have attended...
Perhaps speak to M- about calling out.
Keep an eye on S-.
Homework:
Remind them about mathletics.
Collect homework
Wednesday, 10 August 2011
Year 7 Maths Lesson 6: Substitution
Learning Objectives:
Substitution
Introduction:
What do pronumerals represent?
Please note in your books:
If a = 10, what does 3a = ?
3a
= 3 x a
= 3 x 10
Convention:
We write 5 lots of x as:
5x
We write 3 x (x + 1) as:
3(x + 1)
4ab is the way we write 4 x a x b
If a = 2 and b = 3, what does 4ab = ?
4ab
= 4 x a x b
= 4 x 2 x 3
= 8 x 3
= 24
Resources:
Substitution chart
Workbook
Puzzle sheet
Extension Work:
Puzzle sheet
Timing:
Intro: (5 min)
Substitution chart (15 min)
Correct chart (5-10 min)
Workbook 6.3 (15 min)
Correct workbook (5-10 min)
Puzzle sheet (the rest)
Behavioural Management:
Perhaps speak to M- about calling out.
Keep an eye on S-.
Homework:
Remind them about homework due tomorrow (maths sheet) plus mathletics.
Substitution
Introduction:
What do pronumerals represent?
Please note in your books:
If a = 10, what does 3a = ?
3a
= 3 x a
= 3 x 10
Convention:
We write 5 lots of x as:
5x
We write 3 x (x + 1) as:
3(x + 1)
4ab is the way we write 4 x a x b
If a = 2 and b = 3, what does 4ab = ?
4ab
= 4 x a x b
= 4 x 2 x 3
= 8 x 3
= 24
Resources:
Substitution chart
Workbook
Puzzle sheet
Extension Work:
Puzzle sheet
Timing:
Intro: (5 min)
Substitution chart (15 min)
Correct chart (5-10 min)
Workbook 6.3 (15 min)
Correct workbook (5-10 min)
Puzzle sheet (the rest)
Behavioural Management:
Perhaps speak to M- about calling out.
Keep an eye on S-.
Homework:
Remind them about homework due tomorrow (maths sheet) plus mathletics.
Sunday, 7 August 2011
Year 7 Maths Lesson 5: Algebra concepts continued
Learning Objectives:
More intro to algebra concepts
Introduction:
Resources:
Extension Work:
Supplementary Work:
Timing:
Behavioural Management:
Scaffolding:
Homework:
More intro to algebra concepts
Introduction:
Resources:
Extension Work:
Supplementary Work:
Timing:
Behavioural Management:
Scaffolding:
Homework:
Year 8 Maths Lesson 7: Addition and Subtraction in Algebra
Learning Objectives:
Substitution involving powers
Resources:
Heinemann 8
WS C4-9 - Mixed simplification
HW Worksheet
Extension Work:
Supplementary Work:
Timing:
Intro (5 min)
Reminder of simplifying:
7f + 8fg - 4f - 6fg
= 7f - 4f + 8fg - 6fg
= 3f + 2fg
5x + 2y - 3xy + 2x
= 5x + 2x + 2y - 3xy
= 7x + 2y - 3xy
1) Identify the pronumeral part of each term
2) simplify like terms
Workbook: 4.7 pg. 158 (15 min)
6, (+9 for fast workers)
Discussion (10 min)
a = 4, b = 10
1) 9a^3
2) 5a^2 - b^3/100 - 5
Workbook: 4.6 pg. 155 (the rest)
1, LHS + RHS
3, 4, 5, 6, 8, 9
Behavioural Management:
Don't be afraid to raise your voice and SHIFT people.
Keep an eye on H-, C-, and the girls
Scaffolding:
Homework:
Worksheet
Substitution involving powers
Resources:
Heinemann 8
WS C4-9 - Mixed simplification
HW Worksheet
Extension Work:
Supplementary Work:
Timing:
Intro (5 min)
Reminder of simplifying:
7f + 8fg - 4f - 6fg
= 7f - 4f + 8fg - 6fg
= 3f + 2fg
5x + 2y - 3xy + 2x
= 5x + 2x + 2y - 3xy
= 7x + 2y - 3xy
1) Identify the pronumeral part of each term
2) simplify like terms
Workbook: 4.7 pg. 158 (15 min)
6, (+9 for fast workers)
Discussion (10 min)
a = 4, b = 10
1) 9a^3
2) 5a^2 - b^3/100 - 5
Workbook: 4.6 pg. 155 (the rest)
1, LHS + RHS
3, 4, 5, 6, 8, 9
Behavioural Management:
Don't be afraid to raise your voice and SHIFT people.
Keep an eye on H-, C-, and the girls
Scaffolding:
Homework:
Worksheet
Thursday, 4 August 2011
Year 8 Maths Lesson 6: Addition of pronumerals
Learning Objectives:
Reinforce addition of pronumerals
Introduction:
On board: Answers to comp, plus instructions:
1. Swap paper with someone else
2. Correct with a different coloured pen
3. Write a mark out of 25 on the front
Reminder of how the charts work
Resources:
Algebra Charts Revisited
Puzzle worksheet
Timing:
Correct Competition Papers (5-10 min)
Intro + Algebra charts worksheet (10-15 min)
Correct the Algebra charts sheet (5 min)
--leave on board
Puzzle sheet (the rest)
Behavioural Management:
Shift C- or H- if they misbehave.
Talk to Harry about specific incidents if things continue
Homework:
Mathletics
Reinforce addition of pronumerals
Introduction:
On board: Answers to comp, plus instructions:
1. Swap paper with someone else
2. Correct with a different coloured pen
3. Write a mark out of 25 on the front
Reminder of how the charts work
Resources:
Algebra Charts Revisited
Puzzle worksheet
Timing:
Correct Competition Papers (5-10 min)
Intro + Algebra charts worksheet (10-15 min)
Correct the Algebra charts sheet (5 min)
--leave on board
Puzzle sheet (the rest)
Behavioural Management:
Shift C- or H- if they misbehave.
Talk to Harry about specific incidents if things continue
Homework:
Mathletics
Year 7 Maths Lesson 4: Algebra terminology
Learning Objectives:
Algebra terminology:
-terms, expressions, equations, coefficients, variables, constants
Introduction:
PPT presentation - slides 1-5
Make sure they write the note you write on the board in their note books
Notes:
Algebra is the language of mathematics
"Sum" means add
"Difference" means subtract
"Product" means multiply
The sum of m and n:
m + n
The product of p and q:
p*q
=pq
5 less than k:
k - 5
Seven lots of W:
7*W
=7W
The following definitions to include examples:
VARIABLE or PRONUMERAL:
A letter used to represent an unknown number
EXPRESSION: A statement using variables, and operation signs
EQUATION: An expression containing an equals sign
TERMS: The parts of an expression/equation that are separated by a "+" or "-"
CONSTANT: A term that is only a number
COEFFICIENT: The number infront of a variable
Resources:
Heinemann 8
Algebra terminology ppt
Practice make Perfect
Extension Work:
6.3
Timing:
Intro (15 min)
Workbook Questions 6.6 (20 min)
1) 2) 3) 4) 5)
Correct 1-3 (5 min)
Practice makes perfect Worksheet
Behavioural Management:
Keep an eye on S-
[[
1. Arrive to class on time
2 Sit separately from Francis and Mitchell
3. Stay focussed in class
4. Listen when the teacher is speaking
5. Complete homework.
]]
Scaffolding:
Homework:
Mathletics
Algebra terminology:
-terms, expressions, equations, coefficients, variables, constants
Introduction:
PPT presentation - slides 1-5
Make sure they write the note you write on the board in their note books
Notes:
Algebra is the language of mathematics
"Sum" means add
"Difference" means subtract
"Product" means multiply
The sum of m and n:
m + n
The product of p and q:
p*q
=pq
5 less than k:
k - 5
Seven lots of W:
7*W
=7W
The following definitions to include examples:
VARIABLE or PRONUMERAL:
A letter used to represent an unknown number
EXPRESSION: A statement using variables, and operation signs
EQUATION: An expression containing an equals sign
TERMS: The parts of an expression/equation that are separated by a "+" or "-"
CONSTANT: A term that is only a number
COEFFICIENT: The number infront of a variable
Resources:
Heinemann 8
Algebra terminology ppt
Practice make Perfect
Extension Work:
6.3
Timing:
Intro (15 min)
Workbook Questions 6.6 (20 min)
1) 2) 3) 4) 5)
Correct 1-3 (5 min)
Practice makes perfect Worksheet
Behavioural Management:
Keep an eye on S-
[[
1. Arrive to class on time
2 Sit separately from Francis and Mitchell
3. Stay focussed in class
4. Listen when the teacher is speaking
5. Complete homework.
]]
Scaffolding:
Homework:
Mathletics
Wednesday, 3 August 2011
Year 8 Maths Lesson 5: Algebra Charts continued + Puzzle sheet
Learning Objectives:
Reinforce addition of pronumerals
Introduction:
Reminder of how the charts work
Resources:
Algebra Charts Revisited
Puzzle worksheet
Timing:
Correct Competition Papers (5-10 min)
Intro + Algebra charts worksheet (10-15 min)
Puzzle sheet (the rest)
Behavioural Management:
Shift C- or H- if they misbehave.
Homework:
-
Reinforce addition of pronumerals
Introduction:
Reminder of how the charts work
Resources:
Algebra Charts Revisited
Puzzle worksheet
Timing:
Correct Competition Papers (5-10 min)
Intro + Algebra charts worksheet (10-15 min)
Puzzle sheet (the rest)
Behavioural Management:
Shift C- or H- if they misbehave.
Homework:
-
Year 7 Maths Lesson 3: Formula catch-up
Learning Objectives:
Catch-up on formulae
Introduction:
Correct Maths Comp. HW
Resources:
Worksheet
Puzzle sheet
Maths Comp. Solutions
Extension Work:
Puzzle Sheet
Timing:
Correct Maths Comp. and answer questions (15-20 min)
---Hand out people’s papers at random and instruct students on how to correct them
---( /25, etc)
Worksheet (25 min)
Puzzle sheet (the rest)
Behavioural Management:
Check S-'s progress
Remind F- of how to be respectful
Scaffolding:
Order of Operations
Homework:
Catch-up on formulae
Introduction:
Correct Maths Comp. HW
Resources:
Worksheet
Puzzle sheet
Maths Comp. Solutions
Extension Work:
Puzzle Sheet
Timing:
Correct Maths Comp. and answer questions (15-20 min)
---Hand out people’s papers at random and instruct students on how to correct them
---( /25, etc)
Worksheet (25 min)
Puzzle sheet (the rest)
Behavioural Management:
Check S-'s progress
Remind F- of how to be respectful
Scaffolding:
Order of Operations
Homework:
Tuesday, 2 August 2011
Year 8 Maths Lesson 4: Algebra Charts
Use the following worksheet to conduct the class:
Algebra Charts
Use the Maths 300 software, Algebra Charts, to obtain the top scores from the students.
If students complete this, and the extension, direct them to bit.ly/algebraquiz. They won't understand all the work, but they'll have fun trying to find which questions they can answer.
Algebra Charts
Use the Maths 300 software, Algebra Charts, to obtain the top scores from the students.
If students complete this, and the extension, direct them to bit.ly/algebraquiz. They won't understand all the work, but they'll have fun trying to find which questions they can answer.
Sunday, 31 July 2011
Year 7 Maths Lesson 2: Algebra - Continued
Learning Objectives:
Introduction to algebra (continued)
Introduction:
Talk on expectations:
I wasn't happy with how things went last lesson.
I expect no discussion, outside of the task at hand, but I'd prefer if you asked me any questions you have.
We didn't get enough work done, and this is a very important topic.
I expect nobody to ask a question without putting up their hand.
Formulae:
What is a formula? (A way of mathematically writing a statement or rule)
Convert into a formula:
"Multiply each IN number by 10, then add 2"
"Add 14 then divide by 2"
"Add 12 to the IN number. This equals 3 IN numbers."
Resources:
Heinemann 8
Maths Competition 7+8
Extension Work:
6.3
Supplementary Work:
Prep Zone 6
Timing:
Intro (15 min)
Correcting Workbook (10 min)
Discussion on the paper (10 min)
Workbook 6.2 pg. 258 (25 min)
1) a,c,e,g,i
2) b,c
3) 4) 7)
Behavioural Management:
Keep an eye on S-
[[
1. Arrive to class on time
2 Sit separately from Francis and Mitchell
3. Stay focussed in class
4. Listen when the teacher is speaking
5. Complete homework.
]]
Scaffolding:
Homework:
Maths Competition 7+8
etc.
Introduction to algebra (continued)
Introduction:
Talk on expectations:
I wasn't happy with how things went last lesson.
I expect no discussion, outside of the task at hand, but I'd prefer if you asked me any questions you have.
We didn't get enough work done, and this is a very important topic.
I expect nobody to ask a question without putting up their hand.
Formulae:
What is a formula? (A way of mathematically writing a statement or rule)
Convert into a formula:
"Multiply each IN number by 10, then add 2"
"Add 14 then divide by 2"
"Add 12 to the IN number. This equals 3 IN numbers."
Resources:
Heinemann 8
Maths Competition 7+8
Extension Work:
6.3
Supplementary Work:
Prep Zone 6
Timing:
Intro (15 min)
Correcting Workbook (10 min)
Discussion on the paper (10 min)
Workbook 6.2 pg. 258 (25 min)
1) a,c,e,g,i
2) b,c
3) 4) 7)
Behavioural Management:
Keep an eye on S-
[[
1. Arrive to class on time
2 Sit separately from Francis and Mitchell
3. Stay focussed in class
4. Listen when the teacher is speaking
5. Complete homework.
]]
Scaffolding:
Homework:
Maths Competition 7+8
etc.
Saturday, 30 July 2011
Year 7 Maths Lesson 1: Algebra - Introduction
Learning Objectives:
Introduction to algebra
Introduction:
What is algebra? (Rules, operations, relations- language of mathematics)
What is a relationship? (Defining something in terms of something else- sister, mother, teacher, etc.)
Here's an example:
Use the rule: "Add 7 to each IN number to get each OUT number"
IN | OUT
3
27
10
Machine:
IN: | OUT:
2 | 4
5 | 10
13 | 26
IN: | OUT:
2 | 4
5 | 7
13 | 15
IN: | OUT:
2 | 7
5 | 16
7 | 22
3 | 10
Resources:
Heinemann 8
Maths Competition 7+8
Extension Work:
Workbook 6.2
Supplementary Work:
Prep Zone 6
Timing:
Intro (15 min)
Workbook 6.1 (25 min)
1) LHS + RHS
2), 3), 4), 5), 7)
Maths Competition 7+8
Behavioural Management:
Scaffolding:
Homework:
Maths Competition 7+8
Introduction to algebra
Introduction:
What is algebra? (Rules, operations, relations- language of mathematics)
What is a relationship? (Defining something in terms of something else- sister, mother, teacher, etc.)
Here's an example:
Use the rule: "Add 7 to each IN number to get each OUT number"
IN | OUT
3
27
10
Machine:
IN: | OUT:
2 | 4
5 | 10
13 | 26
IN: | OUT:
2 | 4
5 | 7
13 | 15
IN: | OUT:
2 | 7
5 | 16
7 | 22
3 | 10
Resources:
Heinemann 8
Maths Competition 7+8
Extension Work:
Workbook 6.2
Supplementary Work:
Prep Zone 6
Timing:
Intro (15 min)
Workbook 6.1 (25 min)
1) LHS + RHS
2), 3), 4), 5), 7)
Maths Competition 7+8
Behavioural Management:
Scaffolding:
Homework:
Maths Competition 7+8
Year 8 Maths Lesson 3: Algebra - Like Terms
Learning Objectives:
Like terms
Reinforce algebraic terms
Introduction:
What is a term?
3a is the same as a+a+a
4a is the same as a+a+a+a
Therefore: 3a + 4a is the same as a+a+a+a+a+a+a
Are these like terms?
5t and 3t
2xy and 2x
6m2n + 4nm2
Steps:
1. Identify the pronumeral part of each term.
2. Are they the same? Then they can be combined.
Resources:
Heinemann Maths 8
Extension Work:
Supplementary Work:
Timing:
Intro (10 mins)
Workbook 4.7(30 mins)
3) LHS
4) LHS
5) LHS
6) LHS
Maths Competition 7+8 (10 mins)
Behavioural Management:
Scaffolding:
Homework:
Maths Competition 7+8
Workbook 4.7
7), 8), 9)
Like terms
Reinforce algebraic terms
Introduction:
What is a term?
3a is the same as a+a+a
4a is the same as a+a+a+a
Therefore: 3a + 4a is the same as a+a+a+a+a+a+a
Are these like terms?
5t and 3t
2xy and 2x
6m2n + 4nm2
Steps:
1. Identify the pronumeral part of each term.
2. Are they the same? Then they can be combined.
Resources:
Heinemann Maths 8
Extension Work:
Supplementary Work:
Timing:
Intro (10 mins)
Workbook 4.7(30 mins)
3) LHS
4) LHS
5) LHS
6) LHS
Maths Competition 7+8 (10 mins)
Behavioural Management:
Scaffolding:
Homework:
Maths Competition 7+8
Workbook 4.7
7), 8), 9)
Thursday, 28 July 2011
Year 8 Maths Lesson 2: Algebra - More substitution
Learning Objectives:
Substitution
Reinforce algebraic rules
Introduction:
Correct: 4.4: 1-6
Explain:
Use of brackets for negative addition/subtraction
Negatives "cubed/squared"
b = -3, c = 5
2(c - b) (expression)
a = -3
a3
Use the rule: y=-2x - 1:
x | y
-5|
-3|
-2|
Resources:
Heinemann 8
Puzzle Worksheet
Extension Work:
Supplementary Work:
Timing:
Correcting 4.4 (10 min)
Recap (5 min)
Workbook exercises
4.4 pg. 144 (35 min)
--7), 8), 10)
Puzzle Sheet (20 min)
Workbook
4.3 pg. 145
--5) LHS + RHS
--6) RHS
--7) LHS + RHS
--8) -> 12)
Behavioural Management:
If C- is causing trouble, shift his books
Scaffolding:
Order of operations
Homework:
Mathletics, Workbook if unfinished (mention I will CHECK this time)
Substitution
Reinforce algebraic rules
Introduction:
Correct: 4.4: 1-6
Explain:
Use of brackets for negative addition/subtraction
Negatives "cubed/squared"
b = -3, c = 5
2(c - b) (expression)
a = -3
a3
Use the rule: y=-2x - 1:
x | y
-5|
-3|
-2|
Resources:
Heinemann 8
Puzzle Worksheet
Extension Work:
Supplementary Work:
Timing:
Correcting 4.4 (10 min)
Recap (5 min)
Workbook exercises
4.4 pg. 144 (35 min)
--7), 8), 10)
Puzzle Sheet (20 min)
Workbook
4.3 pg. 145
--5) LHS + RHS
--6) RHS
--7) LHS + RHS
--8) -> 12)
Behavioural Management:
If C- is causing trouble, shift his books
Scaffolding:
Order of operations
Homework:
Mathletics, Workbook if unfinished (mention I will CHECK this time)
Monday, 25 July 2011
Year 8 Maths Lesson 1: Algebra - Negative substitution
Learning Objectives:
Substitution with negatives
Reinforce algebra terminology
Introduction:
Substitution:
What does substitution mean?
What's a substitute teacher?
Explain: Use of brackets/multiplication for setting out
b = 3, c = 18
5b - 2c + c / b (expression)
a = -5, d = 9
(15/a) - (d/3)
b = -3, c = 2
3b2c + bc2 + 5
b = c + 1
5b - 2c + c / b
Steps:
1. Put in multiplication signs
2. Replace pro-numerals
3. Evaluate (Remember O.o.O.)
Use the rule: y=-2x - 1:
x | y
-5|
-3|
-2|
Resources:
Heinemann 8
Worksheets 4.5/4.6
Extension Work:
Worksheet C4.6
Supplementary Work:
Timing:
My Introduction (My expectations = Mrs. Bailie's expectations) (5 min)
Intoduction (10 min)
Worksheet 4.5 (15 min)
Workbook exercises 4.4 pg. 144 (35 min)
--1) LHS + RHS
--2) a,c,d,f
--3) -> 8)
Extension worksheet (C4.6)/Challenge problems
Behavioural Management:
-
Scaffolding:
Order of operations
Homework:
Mathletics, Worksheet if unfinished
Substitution with negatives
Reinforce algebra terminology
Introduction:
Substitution:
What does substitution mean?
What's a substitute teacher?
Explain: Use of brackets/multiplication for setting out
b = 3, c = 18
5b - 2c + c / b (expression)
a = -5, d = 9
(15/a) - (d/3)
b = -3, c = 2
3b2c + bc2 + 5
b = c + 1
5b - 2c + c / b
Steps:
1. Put in multiplication signs
2. Replace pro-numerals
3. Evaluate (Remember O.o.O.)
Use the rule: y=-2x - 1:
x | y
-5|
-3|
-2|
Resources:
Heinemann 8
Worksheets 4.5/4.6
Extension Work:
Worksheet C4.6
Supplementary Work:
Timing:
My Introduction (My expectations = Mrs. Bailie's expectations) (5 min)
Intoduction (10 min)
Worksheet 4.5 (15 min)
Workbook exercises 4.4 pg. 144 (35 min)
--1) LHS + RHS
--2) a,c,d,f
--3) -> 8)
Extension worksheet (C4.6)/Challenge problems
Behavioural Management:
-
Scaffolding:
Order of operations
Homework:
Mathletics, Worksheet if unfinished
Subscribe to:
Comments (Atom)