The document provides examples of one-step subtraction word problems that may be seen on KS2 maths SATs tests. It explains that these types of problems can be solved in one of two ways: 1) by counting on from the smaller number to the larger number, or 2) by subtracting the smaller number from the larger number. It provides examples like Barry having 65 chocolates and giving 19 to friends, so how many are left? (65 - 19 = 46). It also gives examples involving prices to find the difference.
How To Do KS2 Maths A SATs Addition Questions (Part 1)Chris James
How to add two decimal numbers together when one of the numbers has a different amount of digits behind the decimal point from the other. There are then some examples for you to try by yourself
How To Do KS2 Mental Maths Paper SATs Negative Number QuestionsChris James
A guide to doing mental maths questions involving negative numbers that you might find in a KS2 Mental Maths Paper. It includes some practice questions
How To Do KS2 Maths A SATs Addition Questions (Part 1)Chris James
How to add two decimal numbers together when one of the numbers has a different amount of digits behind the decimal point from the other. There are then some examples for you to try by yourself
How To Do KS2 Mental Maths Paper SATs Negative Number QuestionsChris James
A guide to doing mental maths questions involving negative numbers that you might find in a KS2 Mental Maths Paper. It includes some practice questions
How to Make a Field invisible in Odoo 17Celine George
It is possible to hide or invisible some fields in odoo. Commonly using “invisible” attribute in the field definition to invisible the fields. This slide will show how to make a field invisible in odoo 17.
2024.06.01 Introducing a competency framework for languag learning materials ...Sandy Millin
http://sandymillin.wordpress.com/iateflwebinar2024
Published classroom materials form the basis of syllabuses, drive teacher professional development, and have a potentially huge influence on learners, teachers and education systems. All teachers also create their own materials, whether a few sentences on a blackboard, a highly-structured fully-realised online course, or anything in between. Despite this, the knowledge and skills needed to create effective language learning materials are rarely part of teacher training, and are mostly learnt by trial and error.
Knowledge and skills frameworks, generally called competency frameworks, for ELT teachers, trainers and managers have existed for a few years now. However, until I created one for my MA dissertation, there wasn’t one drawing together what we need to know and do to be able to effectively produce language learning materials.
This webinar will introduce you to my framework, highlighting the key competencies I identified from my research. It will also show how anybody involved in language teaching (any language, not just English!), teacher training, managing schools or developing language learning materials can benefit from using the framework.
Acetabularia Information For Class 9 .docxvaibhavrinwa19
Acetabularia acetabulum is a single-celled green alga that in its vegetative state is morphologically differentiated into a basal rhizoid and an axially elongated stalk, which bears whorls of branching hairs. The single diploid nucleus resides in the rhizoid.
Macroeconomics- Movie Location
This will be used as part of your Personal Professional Portfolio once graded.
Objective:
Prepare a presentation or a paper using research, basic comparative analysis, data organization and application of economic information. You will make an informed assessment of an economic climate outside of the United States to accomplish an entertainment industry objective.
June 3, 2024 Anti-Semitism Letter Sent to MIT President Kornbluth and MIT Cor...Levi Shapiro
Letter from the Congress of the United States regarding Anti-Semitism sent June 3rd to MIT President Sally Kornbluth, MIT Corp Chair, Mark Gorenberg
Dear Dr. Kornbluth and Mr. Gorenberg,
The US House of Representatives is deeply concerned by ongoing and pervasive acts of antisemitic
harassment and intimidation at the Massachusetts Institute of Technology (MIT). Failing to act decisively to ensure a safe learning environment for all students would be a grave dereliction of your responsibilities as President of MIT and Chair of the MIT Corporation.
This Congress will not stand idly by and allow an environment hostile to Jewish students to persist. The House believes that your institution is in violation of Title VI of the Civil Rights Act, and the inability or
unwillingness to rectify this violation through action requires accountability.
Postsecondary education is a unique opportunity for students to learn and have their ideas and beliefs challenged. However, universities receiving hundreds of millions of federal funds annually have denied
students that opportunity and have been hijacked to become venues for the promotion of terrorism, antisemitic harassment and intimidation, unlawful encampments, and in some cases, assaults and riots.
The House of Representatives will not countenance the use of federal funds to indoctrinate students into hateful, antisemitic, anti-American supporters of terrorism. Investigations into campus antisemitism by the Committee on Education and the Workforce and the Committee on Ways and Means have been expanded into a Congress-wide probe across all relevant jurisdictions to address this national crisis. The undersigned Committees will conduct oversight into the use of federal funds at MIT and its learning environment under authorities granted to each Committee.
• The Committee on Education and the Workforce has been investigating your institution since December 7, 2023. The Committee has broad jurisdiction over postsecondary education, including its compliance with Title VI of the Civil Rights Act, campus safety concerns over disruptions to the learning environment, and the awarding of federal student aid under the Higher Education Act.
• The Committee on Oversight and Accountability is investigating the sources of funding and other support flowing to groups espousing pro-Hamas propaganda and engaged in antisemitic harassment and intimidation of students. The Committee on Oversight and Accountability is the principal oversight committee of the US House of Representatives and has broad authority to investigate “any matter” at “any time” under House Rule X.
• The Committee on Ways and Means has been investigating several universities since November 15, 2023, when the Committee held a hearing entitled From Ivory Towers to Dark Corners: Investigating the Nexus Between Antisemitism, Tax-Exempt Universities, and Terror Financing. The Committee followed the hearing with letters to those institutions on January 10, 202
Operation “Blue Star” is the only event in the history of Independent India where the state went into war with its own people. Even after about 40 years it is not clear if it was culmination of states anger over people of the region, a political game of power or start of dictatorial chapter in the democratic setup.
The people of Punjab felt alienated from main stream due to denial of their just demands during a long democratic struggle since independence. As it happen all over the word, it led to militant struggle with great loss of lives of military, police and civilian personnel. Killing of Indira Gandhi and massacre of innocent Sikhs in Delhi and other India cities was also associated with this movement.
Biological screening of herbal drugs: Introduction and Need for
Phyto-Pharmacological Screening, New Strategies for evaluating
Natural Products, In vitro evaluation techniques for Antioxidants, Antimicrobial and Anticancer drugs. In vivo evaluation techniques
for Anti-inflammatory, Antiulcer, Anticancer, Wound healing, Antidiabetic, Hepatoprotective, Cardio protective, Diuretics and
Antifertility, Toxicity studies as per OECD guidelines
Read| The latest issue of The Challenger is here! We are thrilled to announce that our school paper has qualified for the NATIONAL SCHOOLS PRESS CONFERENCE (NSPC) 2024. Thank you for your unwavering support and trust. Dive into the stories that made us stand out!
Advantages and Disadvantages of CMS from an SEO Perspective
How To Do KS2 Maths SATs A Subtraction Questions
1. How To Do KS2 Maths SATs
Type Questions
(Paper A – Calculator Not
Allowed)
Subtraction 1: One Step
Word Problems
For more maths help & free games related
to this, visit: www.makemymathsbetter.com
2. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
46
3. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
46
4. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved in one of two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
46
5. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved in one of two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
46
6. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved in one of two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 4? = 65
46
7. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved in one of two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
b)Subtract the small number from the big number:
46
8. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved in one of two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
b)Subtract the small number from the big number:
46
9. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved in one of two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
b)Subtract the small number from the big number:
65 – 19 = 46
10. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved in one of two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
b)Subtract the small number from the big number:
65 – 19 = 46
11. In a SATs Paper A you might be asked to solve a simple one-step
question that requires you to subtract one value from another value, for
example:
Barry has a box of 65 chocolates.
He gives 19 to his friends.
How many are left in the box?
This can be solved in one of two ways:
a)Count on from the small number (in this case 19) until the big number (in
this case 65):
19 + 46 = 65
b)Subtract the small number from the big number:
65 – 19 = 46
12. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the biggest price
(in this case £7.50):
£2.69 + £4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
Either way the difference is £4.81
13. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the biggest price
(in this case £7.50):
£2.69 + ?4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
14. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the highest price
(in this case £7.50):
£2.69 + ?4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
15. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the highest price
(in this case £7.50):
£2.69 + ?4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
16. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the highest price
(in this case £7.50):
£2.69 + £4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
17. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the highest price
(in this case £7.50):
£2.69 + £4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
18. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the highest price
(in this case £7.50):
£2.69 + £4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
19. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the highest price
(in this case £7.50):
£2.69 + £4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
20. A similar example would be:
A shop sells three colours of t-shirts;
Red t-shirts at £2.69 each
Blue t-shirts at £7.50 each
White t-shirts at £4.99 each
What is the difference in price between the cheapest t-shirt and the most
expensive t-shirt?
This can be solved in one of two ways:
a)Count on from the lowest price (in this case £2.69) until the highest price
(in this case £7.50):
£2.69 + £4.81 = £7.50
b)Subtract the lowest price from the biggest price:
£7.50 – £2.69 = £4.81
Either way the difference in price is £2.69
21. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
22. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
23. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
24. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
25. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
26. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
27. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
28. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
29. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
30. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
31. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
73cm
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
32. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
73cm
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
33. Now try some by yourself. Click to get the correct answer:
a)Barry has 106 marbles. He gives 39 to his friends. How many does he
now have?
67
b)Sally has 85 stickers. She loses 26 of them. How many stickers does
she now have? 59
c)Amy’s book is 450 pages long. She has read 188 pages. How many
more pages must she read to finish the book? 262
d)Katy has a piece of string that is 275cm long. She cuts off a piece that is
99cm long. What length of string does she now have? 176cm
e)Rachel can jump 167cm and Ann can jump 94cm. How much further
can Rachel jump than Ann?
73cm
f)A red bike costs £375 and a blue bike costs £430. How much more does
the blue bike cost?
£55
34. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
35. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
36. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
37. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
38. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
39. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
40. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
41. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
42. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
43. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
44. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy?
45. Now try some by yourself. Click to get the correct answer:
g) Barry has £500. He buys a new phone for £295. How much money
does he now have?
£205
h) Sally has 125 sweets. She eats 78 of them in one week. How many
sweets does she now have?
47
i) Amy runs a race in 346 seconds and Katy runs it in 450 seconds.
How much faster does Amy run the race?
104 seconds
j) Katy earns £1250 a month and Barry earns £995 a month. How much
more does Katy earn than Barry?
£255
k) There is 1500ml of water in a bottle. Rachel drinks 565ml. How much
water is remaining in the bottle?
935ml
l) Ann is 176cm tall and Amy is 105 cm tall. How much taller is Ann than
Amy? 71cm
46. That’s it for now......
For more help with your maths, try
my book:
mastering multiplication tables
on amazon.com