x ( ) + - x ÷ ( ) + - x ÷ ( ) ! B I D M A S

Slides:



Advertisements
Similar presentations
Top Secret.
Advertisements

LevelGFEDC Algebraic Manipulation I can use a formula expressed in words I can substitute positive numbers into expressions I can simplify expressions.
LO To start to describe sequences using algebra RAG Key Words; Term, Expression 3-Jul-15 Starter – Sequences bingo. Pick 9 numbers, no repeats.
Negative Numbers Adding and Subtracting Negative numbers.
Sequences and equations
Variables and Expressions Order of Operations Real Numbers and the Number Line Objective: To solve problems by using the order of operations.
LI: I can round numbers in a calculation to help me estimate the answer to the calculation Steps to Success… Be able to round a number to the nearest 10.
*Make sure all tiles are positive side up (negative [red] side down)*
Level34567 Fractions, decimals, percentages. I can recognise what fraction of a diagram has been shaded. I can use my understanding of equivalent fractions.
Column Sequences An Investigation Column Sequences Look carefully at the columns shown below and the way in which the numbers are being put into each.
In the bouncing ball activity from Lessons and 5. 1
7 th grade Mathematics - 5 Order of Operation 7 th grade Mathematics - 5 Order of Operation.
Order of Operations. Algebra Standard GLE Understand and Use Order of Operations SPI Evaluate multi-step numerical expressions involving.
Investigating Patterns Cornell Notes & Additional Activities.
What Can My ELLs Do? Grade Level Cluster K-2 A Quick Reference Guide for Planning Instructional Tasks for English Language Learners.
Year 6 Block A. 6A1 I can solve practical problems that involve number, place value and rounding. I can compare and order number to at least 10,000,000.
LO To start to draw and describe sequences RAG
ORDER OF OPERATIONS.
1-1 Variables and Expressions. Quantity: Anything that can be measured or counted Variable: a symbol, usually a letter, that represents the value(s) of.
1 + 2 × 3 – 4 Division / Multiplication × 3 – 4 Division / Multiplication Addition / Subtraction.
Music You buy a used guitar for $50. You then pay $10 for each of 5 guitar lessons. The total cost can be found by evaluating the expression 
1 Variables are useful tools for representing unknown numbers. In some situations, a variable represents a specific number, such as the hop of a frog.
IMPACT SAMR Cover Sheet Task OverviewLearning Objective(s)Suggested Technology Students will use an iPad to scan QR codes with problems involving the product.
Practical Approaches for Teaching Mixed Attainment Mathematics Groups
Lesson – Teacher Notes Standard:
Growing Shapes Valentines
Year 6 Block A.
Questions Describe the following gates
LESSON 1.11 SOLVING EQUATIONS
Key Stage 3 Mathematics Key Facts Level 6
Problem Solving and Reasoning in mixed attainment classes #mixedattainmentmaths Helen
Practical Approaches for Teaching Mixed Attainment Mathematics Groups
Do Now Can you Reason abstractly?
Number Line Where are you on the learning journey?
Converting between fractions, decimals and percentages.
Problem Solving Susie .
Multiplication and integers
Place 2-digit and 3-digit numbers on lines
Unit One: Patterns and Relations
FOUR RULES OF WHOLE NUMBERS
5 + 7 = a + b LO To write expressions RAG Key Words: Expression, Term
Questions we will discuss today... What are rational numbers?
LO To write equivalent expressions RAG
I can draw the next two patterns in a simple sequence
Patterns – Learning Outcomes
Sequences We use multi-link for the sequences activity.
Example 1: Finding Solutions of Equations with Two Variables
Where are you on the learning journey? Where do you want to get to?
Converting between fractions, decimals and percentages.
Year 2 (National Numeracy Strategy) (Based on DFEE Sample Lessons)
3y + 2= 2y + 5 LO To use different methods to solve equations. RAG
Rules in the Order of Operations
Bell work  .
Year 2 Spring Term Week 8 Lesson 4
Same as… Numeracy focus: Problem solving focus:
Lesson – Teacher Notes Standard:
Year 2 (National Numeracy Strategy) (Based on DFEE Sample Lessons)
Place 2-digit and 3-digit numbers on lines
Year 6 (National Numeracy Strategy) (Based on DFEE Sample Lessons)
Year 2 Spring Term Week 8 Lesson 4
Add and Subtract I explain what each digit represents in a four digit number. I can use materials or diagrams to explain how a 4-digit number could be.
Revision of the year so far
ORDER OF OPERATIONS.
Year 6 (National Numeracy Strategy) (Based on DFEE Sample Lessons)
Multiplication and Division Counting in equal steps
Building pattern  Complete the following tables and write the rule 
Rational numbers Mixed
Subtract unlike rational numbers
10x + y What do you notice? x = 2 and y = 1? x = 4 and y = 5?
Presentation transcript:

+ - + - x ( ) + - x ÷ ( ) + - x ÷ ( ) ! B I D M A S Four 4s investigation Use the symbols at the top of each column to make the numbers up to 20 with four 4s. Example: 4 + 4 + 4 – 4 = 8 + - + - x ( ) + - x ÷ ( ) + - x ÷ ( ) ! 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17. 18. 19. 20  

4, 8, 14, 22, 32

For each sequence decide which of these tasks will challenge you:- Draw the next two patterns and describe how the pattern grows in words Copy and complete the table of results. Find a rule that will help you to predict patterns number 7 and 8. Describe your rule. Try to find the 15th pattern using your rule? Find a rule that will help you to predict the 100th pattern. Explain fully how you would use your rule to work out the 100th pattern.

Today’s Task Create an equivalent expressions spider diagram Use substitution to check that your expressions are equivalent. Task A Using the symbols for addition and subtraction write as many different expressions as you can for your chosen expression. Task B Using the symbols for addition, subtraction, multiplication and division write as many different expressions as you can for your chosen expression. Task C Using the symbols for addition, subtraction, multiplication and division and using brackets and indices write as many different expressions as you can for your chosen expression. 15n + 9 6n2 + 9 36n - 30

Starter Activity The class discussion should lead to pupils noticing that each question has the same answer.

Decide which scheme you want to investigate You must compare at least 3 schemes. Complete the table for your chosen schemes. Make sure that you show all of your working out.

Task B – Use Card Sort One My measurements have got all jumbled up! Cut up the entries in the table. Choose the cards that are about temperature. Put them in order from coldest to hottest. Next choose the cards that are about time. Put them in order from slowest to quickest. Next match each of your cards to a unit of measurement and a value. Pupil hand-out. Print this slide and the next slide two to a page.

Task C – Use Card Sort Two My measurements have got all jumbled up! Cut up the entries in the tables. Match each description to a value and a unit of measure. Work in pairs, you must discuss and convince each other Start with the items which you are most confident about. Task D – Use Card Set Two Each time you match a description card to a value and a unit of measure, convert the measurement from metric to imperial. (You will need to use the conversion table.) Pupil hand-out. Print this slide and the previous slide two to a page.

Print this slide and the next slide onto a double sided sheet as pupils will be choosing one of these card sets to use. Card Sort One

Print this slide and the previous slide onto a double sided sheet as pupils will be choosing one of these card sets to use. Card Sort Two