Standards Unit N2: Evaluating Statements about Number Operations Calculators useful for checking answers. Scissors, Glue, Pale Red and Green A4 paper and.

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Standards Unit N2: Evaluating Statements about Number Operations Calculators useful for checking answers. Scissors, Glue, Pale Red and Green A4 paper and two sheets of A3 Amber and A4 Plastic Wallets needed. A3 Plastic wallets too to hold all final posters, especially if needing to be carried over to next lesson for marking /evaluation mins. Teams of 3 virtually essential. Cards themselves are NOT re-usable (‘my’ cards are pointless) Learners need to be aware of squaring and square roots, and possibly inequality representations on a number line. Addresses many mis-conceptions with negative numbers and fractional multiplication/division etc. Suitable for students at Levels 5 to weak 7. Good if negative numbers have been worked on quite recently (~2-6 weeks beforehand)

Consumable Resources Needed: Re-usable Resources Needed: Each student needs 1 double-sided ‘calculation’ sheet (my design, attached) Plastic A3 wallets to hold final posters, especially if carry over to next lesson. Each student needs 1 A3 coloured sheet (pale red, amber or green) for their poster I need a few copies of ‘inequalities on number line’ sheets as an extension for any teams that finish. They can cut and stick these to their ‘SOMETIMES’ poster too. Plastic A4 wallets to hold a group of student’s initial worksheets.

Name: …………………….. Working by yourself, and without a calculator, fill in the missing numbers below.

Now have another go at filling in the missing numbers. In the space below, write down what you have learnt from doing this. If you still find something difficult, say what they are too.

Name: …………………….. Working by yourself, and without a calculator, fill in the missing numbers below. Complete the first side of the worksheet When completed, just place it into one of the plastic wallets and leave to one side.

Consider the statement… Can we say PRECISELY when it is True? What does it mean in words? Is it TRUE? So is it ALWAYS, SOMETIMES or NEVER True? Sometimes true Perhaps use this?

Your Task I’ll give each team 14 similar statements to solve. In your group: i) work out precisely whether each statement is: Always, Sometimes, or Never true ii) you will each produce an A3 poster of results. iii) each team’s posters will be assessed, and the best displayed. Listen to these detailed instructions very carefully… You can use a calculator if you want.

You will begin your posters exactly like this… Student 1’s Name: Partners names ALWAYS True Student 2’s Name: Partners names SOMETIME True Student 3’s Name: Partners names NEVER True Student #2 will write the SOMETIMES True Poster Student #1 will write the ALWAYS True Poster Student #3 will write the NEVER True Poster Decide NOW who will be Student #1, #2 and #3

1. Quickly cut the Statements out from the sheet. Share the cards out as fairly as possible. 2. Together, very carefully sort them into 4 piles: NEVER trueSOMETIMES trueALWAYS trueNOT SURE 3. Finally, each take your own set of cards (‘Always’, ‘Sometimes’ or ‘Never’) and produce your own poster giving precise reasons. Think about positive numbers, negative numbers, fractions, large numbers and ZERO!

Your team’s final work will look like this… Student 1’s Name: Partners names ALWAYS True Student 2’s Name: Partners names SOMETIMES True Student 3’s Name: Partners names NEVER True

Your team’s final work will look like this… Student 1’s Name: Partners names ALWAYS True Student 2’s Name: Partners names SOMETIMES True Student 3’s Name: Partners names NEVER True For each ‘ALWAYS True’ Statement give: Examples of small, large, positive and negative numbers showing why you think it is true.

Your team’s final work will look like this… Student 1’s Name: Partners names ALWAYS True Student 2’s Name: Partners names SOMETIMES True Student 3’s Name: Partners names NEVER True For each ‘SOMETIMES True’ Statement give: Examples of when the Statement IS True. Examples of when the Statement is FALSE.

Your team’s final work will look like this… Student 1’s Name: Partners names ALWAYS True Student 2’s Name: Partners names SOMETIMES True Student 3’s Name: Partners names NEVER True For each ‘NEVER True’ Statement: Write an explanation of why you are sure it’s never true.

1. Cut out Statements from sheet. 2. Together, carefully sort into 4 piles: NEVER trueSOMETIMES trueALWAYS trueNOT SURE 3. Each produce your own poster giving precise reasons. Think about positive numbers, negative numbers, fractions, large numbers and ZERO! 3 minutes minutes 15 minutes

Mini Plenary Any cards in your ‘NOT SURE’ pile? What does this statement actually mean? Try another simple number. Try a large, but simple number? Try a small number? Try the simplest no. first. Try a negative number? Try a small negative number? Try ZERO!

1. Cut out Statements from sheet. 2. Together, carefully now sort into 3 piles: NEVER trueSOMETIMES trueALWAYS trueNOT SURE 3. Each produce your own poster giving precise reasons. Think about positive numbers, negative numbers, fractions, large numbers and ZERO!

NEVER trueSOMETIMES trueALWAYS true Helpful Hint? 10 of the Statements are ‘SOMETIMES True’ Which means that Student #2 has too much work to do. So to make work on the Posters fairer…

A slight change to who does which Poster… Student 1’s Name: Partners names ALWAYS True Student 2 or 3’s Name: Other names SOMETIMES True Student 1’s Name: Partners names NEVER True Student 2 or 3’s Name: Other names SOMETIMES True Student #1Student #2 Student #3 Now does these 2 posters. But only has 4 cards. Has 5 cards to describe. Now has a second ‘SOMETIMES’ Poster to complete, with 5 cards.

1. Finish sorting into 3 piles: NEVER trueSOMETIMES trueALWAYS true 2. You can begin to produce your Posters. Think about +, -, 1, ½ and cards 0, 1, 2, 3 or 4 cards 0, 1, 2, 3 or 4 cards Student 1’s Name: Partners names ALWAYS True Student 2 or 3’s Name: Other names SOMETIMES True Student 1’s Name: Partners names NEVER True Student 2 or 3’s Name: Other names SOMETIMES True

You should be producing your posters… Give varied examples showing why you think each Statement is ALWAYS true Give examples of when each Statement is True, and Untrue (false) Give reasons why you think each Statement is NEVER true. Student 1’s Name: Partners names ALWAYS True Student 2 or 3’s Name: Other names SOMETIMES True Student 1’s Name: Partners names NEVER True Student 2 or 3’s Name: Other names SOMETIMES True

STOP: Check that your other team-mates are doing their Posters correctly! You are a team! Give varied examples showing why you think each Statement is ALWAYS true Give examples of when each Statement is True, and Untrue (false) Give reasons why you think each Statement is NEVER true. Student 1’s Name: Partners names ALWAYS True Student 2 or 3’s Name: Other names SOMETIMES True Student 1’s Name: Partners names NEVER True Student 2 or 3’s Name: Other names SOMETIMES True

Clearing Up Replace all equipment, and clear any scraps into bin.

Assessment Phase Swap your one (or two) Posters with someone from another team.

The ‘ALWAYS True’ Poster… Student 1’s Name: Partners names ALWAYS True If you have someone’s ‘ALWAYS True’ Poster, Mark and comment on it. GRADES: Poor teamwork? Bronze Silver GOLD

The ‘Never True’ Poster… Student 1’s Name: Partners names NEVER True If you have someone’s ‘Never True’ Poster, Mark and comment on it. GRADES: Poor teamwork? Bronze Silver GOLD

The ‘SOMETIMES True’ Posters… Student 2 or 3’s Name: Other names SOMETIMES True If you have someone’s ‘SOMETIMES True’ Poster, Mark and comment on it. GRADES: Poor teamwork? Bronze Silver GOLD

Return the Poster(s) you are holding to the other person. Then check through you own posters, and your team’s other posters to see how well you’ve done.

1. Neatly file Posters away. 2. Collect your original A4 worksheet and have another go at filling in the missing numbers. 3. Look back at your first attempt, and see if you have improved. In the box on side 2, comment on what you have learnt, or what is still confusing you. Now have another go at filling in the missing numbers. In the space below, write down what you have learnt from doing this. If you still find something difficult, say what they are too.

Assess Your Own Work… ½ ½ ½ 2 Score yourself: earns BRONZE earns SILVER 15 earns GOLD 16 earns GOLD+