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Reasoning is when we
investigate and explain why
something is correct.
It also involves testing and
proving your reasons.
Reasoning
involves
many
different
skills...
Making	predictions Finding	evidence
Looking	for	patterns Drawing	conclusionsInvestigating
Testing	your	ideasExplaining
Justifying	thoughts
Reviewing	problems
When you are finding solutions,
try some of these strategies...
Working	systematically
Work	through	the	possible	answers	
(in	a	sensible	order)	to	make	sure	
that	you	don’t	miss	any	options.	
Finding	patterns
Look	for	patterns	and	
sequences	to	help	you	
find	the	solution.
Trial	and	improvement
Make	a	sensible	guess	
and	see	if	you	are	
correct.	If	not,	adjust	
your	answer	slightly	
and	try	again!
Working	backwards
Start	with	the	answer	
and	work	backwards.	
You	may	need	to	use	
inverse	operations.
Visualising
Drawing	a	picture	of	the	
problem	can	help	to	make	
the	situation	clearer.
Matt Isla Ava Oscar
Drawing pictures
can sometimes
help us to
understand and
solve problems.
Matt,	Isla,	Ava	and	Oscar	have	collected	20	marbles	in	total.
Matt	and	Isla	have	the	same	number	of	marbles	and	Ava	
has	two	more	than	Oscar.	How	many	do	they	have	each?	
Let’s	draw	some	pictures	to	represent	the	groups	of	marbles.
So,	Matt	and	
Isla	have	five	
marbles	each.	
Ava	has	six	and	
Oscar	has	four.
Can	you	find	any	other	solutions	to	this	problem?
Can you explain WHY each statement is always, sometimes or never true?
Can you give examples to explain your reasons?
Always True Sometimes True Never True
www.teachingpacks.co.uk
©
The faces of a cube are squares.
When you multiply a number by zero,
the answer is zero.
There are 60 minutes in an hour.
If you add two odd numbers together,
the answer is even.
Zero is an even number.
There are 100 centimetres
in one metre.
www.teachingpacks.co.uk
©
When you multiply two numbers,
the answer is always larger.
Prime numbers end with a 3 or 7.
A quadrilateral has four equal sides.
Quadrilaterals with parallel sides
are called parallelograms.
The sides of a polygon
are the same length.
There are 365 days in a year.
7 + 7 = 15
There are 360º in a right angle.
12 is a square number.
The sides of an equilateral triangle
are all different lengths.
Numbers that are multiples
of both 2 and 3 are odd.
There are 1,540 minutes in a day.
Can you explain why the angles in a triangle add up to 180º?
Can you explain why the answer is always even when you add two odd numbers?
Can you explain why 1 isn't a prime number?
Can you explain why 0.5 has the same value as 1/2?
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Images: © ThinkStock©
What’s wrong?
Why is it wrong?
What is the correct answer?
What’s wrong?
Why is it wrong?
What is the correct answer?
What’s wrong?
Why is it wrong?
What is the correct answer?
What’s wrong?
Why is it wrong?
What is the correct answer?
www.teachingpacks.co.uk
Images: © ThinkStock©
www.teachingpacks.co.uk
Images: © ThinkStock©
1 2
3 4
How many tens are in 350?
350
3 + 5 = 8
How many tens are
there in five thousand?
50
What is the value of
the 3 in the number below?
2316
Three thousands
How many hundreds are
there in the number below?
45,078
0
www.teachingpacks.co.uk
Images: © ThinkStock©
21 22
23 24
Complete the calculations:
1 7
+ 3 5
4 2
3 9
+ 6 2
9 11
Complete the calculations:
18 + 27 = 44
23 + 18 = 41
11 + 21 = 33
1.4 + 2.91 = 3.95
2.64 + 5.5 = 8.14
Complete the calculations: Complete the calculation:
9 4 3
1 2 0 7
8 8 4
+ 3 5 0
2 3 8 4
111


www.teachingpacks.co.uk
Images: © ThinkStock©
53 54
55 56
What percentage of this
shape is coloured?
7%
Complete the calculations:
50% of 12 = 6
25% of 20 = 10
75% of 52 = 39
In a bike shop, 25% of the bikes are black
and 17% are blue. What percentage of the
bikes are not black or blue?
48%
Price List
Pasta - £8.00
Pizza - £5.95
Curry - £6.50
Fish and Chips - £5.00
What is the new
cost of a curry if this
restaurant increases
its prices by 10%?
£7.10
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How did you come
to that conclusion?
How is that
possible?
Is there a
different way?
Does it work
every time?
Thank you for looking at
our preview resources.
We hope that they are useful to you.
Join us today to download
thousands of resources from
our popular Teaching Packs!
Mark and Helen
www.teachingpacks.co.uk

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The Reasoning Pack

  • 1. Reasoning is when we investigate and explain why something is correct. It also involves testing and proving your reasons.
  • 3. When you are finding solutions, try some of these strategies... Working systematically Work through the possible answers (in a sensible order) to make sure that you don’t miss any options. Finding patterns Look for patterns and sequences to help you find the solution. Trial and improvement Make a sensible guess and see if you are correct. If not, adjust your answer slightly and try again! Working backwards Start with the answer and work backwards. You may need to use inverse operations. Visualising Drawing a picture of the problem can help to make the situation clearer.
  • 4. Matt Isla Ava Oscar Drawing pictures can sometimes help us to understand and solve problems. Matt, Isla, Ava and Oscar have collected 20 marbles in total. Matt and Isla have the same number of marbles and Ava has two more than Oscar. How many do they have each? Let’s draw some pictures to represent the groups of marbles. So, Matt and Isla have five marbles each. Ava has six and Oscar has four. Can you find any other solutions to this problem?
  • 5. Can you explain WHY each statement is always, sometimes or never true? Can you give examples to explain your reasons? Always True Sometimes True Never True www.teachingpacks.co.uk ©
  • 6. The faces of a cube are squares. When you multiply a number by zero, the answer is zero. There are 60 minutes in an hour. If you add two odd numbers together, the answer is even. Zero is an even number. There are 100 centimetres in one metre. www.teachingpacks.co.uk © When you multiply two numbers, the answer is always larger. Prime numbers end with a 3 or 7. A quadrilateral has four equal sides. Quadrilaterals with parallel sides are called parallelograms. The sides of a polygon are the same length. There are 365 days in a year. 7 + 7 = 15 There are 360º in a right angle. 12 is a square number. The sides of an equilateral triangle are all different lengths. Numbers that are multiples of both 2 and 3 are odd. There are 1,540 minutes in a day.
  • 7. Can you explain why the angles in a triangle add up to 180º? Can you explain why the answer is always even when you add two odd numbers? Can you explain why 1 isn't a prime number? Can you explain why 0.5 has the same value as 1/2? www.teachingpacks.co.uk Images: © ThinkStock©
  • 8. What’s wrong? Why is it wrong? What is the correct answer? What’s wrong? Why is it wrong? What is the correct answer? What’s wrong? Why is it wrong? What is the correct answer? What’s wrong? Why is it wrong? What is the correct answer? www.teachingpacks.co.uk Images: © ThinkStock©
  • 9. www.teachingpacks.co.uk Images: © ThinkStock© 1 2 3 4 How many tens are in 350? 350 3 + 5 = 8 How many tens are there in five thousand? 50 What is the value of the 3 in the number below? 2316 Three thousands How many hundreds are there in the number below? 45,078 0
  • 10. www.teachingpacks.co.uk Images: © ThinkStock© 21 22 23 24 Complete the calculations: 1 7 + 3 5 4 2 3 9 + 6 2 9 11 Complete the calculations: 18 + 27 = 44 23 + 18 = 41 11 + 21 = 33 1.4 + 2.91 = 3.95 2.64 + 5.5 = 8.14 Complete the calculations: Complete the calculation: 9 4 3 1 2 0 7 8 8 4 + 3 5 0 2 3 8 4 111
  • 11. 
 www.teachingpacks.co.uk Images: © ThinkStock© 53 54 55 56 What percentage of this shape is coloured? 7% Complete the calculations: 50% of 12 = 6 25% of 20 = 10 75% of 52 = 39 In a bike shop, 25% of the bikes are black and 17% are blue. What percentage of the bikes are not black or blue? 48% Price List Pasta - £8.00 Pizza - £5.95 Curry - £6.50 Fish and Chips - £5.00 What is the new cost of a curry if this restaurant increases its prices by 10%? £7.10
  • 12. www.teachingpacks.co.uk© How did you come to that conclusion? How is that possible? Is there a different way? Does it work every time?
  • 13. Thank you for looking at our preview resources. We hope that they are useful to you. Join us today to download thousands of resources from our popular Teaching Packs! Mark and Helen www.teachingpacks.co.uk