Year 10 Foundation REVISION. Ordering numbers2N02.

54
Year 10 Foundation REVISION

Transcript of Year 10 Foundation REVISION. Ordering numbers2N02.

Page 1: Year 10 Foundation REVISION. Ordering numbers2N02.

Year 10 Foundation

REVISION

Page 2: Year 10 Foundation REVISION. Ordering numbers2N02.

Ordering numbers 2 N02

Page 3: Year 10 Foundation REVISION. Ordering numbers2N02.

Probability (words) 14 D04

Page 4: Year 10 Foundation REVISION. Ordering numbers2N02.

Using a two-way table 61 D10

Page 5: Year 10 Foundation REVISION. Ordering numbers2N02.

Sequences 37 A01

Page 6: Year 10 Foundation REVISION. Ordering numbers2N02.

Negative numbers 23 N03

Page 7: Year 10 Foundation REVISION. Ordering numbers2N02.

Time table 6b F07

Page 8: Year 10 Foundation REVISION. Ordering numbers2N02.

Scales 4 S09

Page 9: Year 10 Foundation REVISION. Ordering numbers2N02.

Properties of 2D shapes 10 S03

Page 10: Year 10 Foundation REVISION. Ordering numbers2N02.

Bar chart* 15 D01

Page 11: Year 10 Foundation REVISION. Ordering numbers2N02.

Using a formula36,9

5A04,A09

Page 12: Year 10 Foundation REVISION. Ordering numbers2N02.

Fractions and Symmetry 24,11 N09,S10

Page 13: Year 10 Foundation REVISION. Ordering numbers2N02.

Simplifying expressions 33,34 A02

Page 14: Year 10 Foundation REVISION. Ordering numbers2N02.

Measure these sides

Construction and money problem

1 S07

Page 15: Year 10 Foundation REVISION. Ordering numbers2N02.

Proportion – money problem

22b

Page 16: Year 10 Foundation REVISION. Ordering numbers2N02.

Tessellation – fitting 3D shapes

S19

Page 17: Year 10 Foundation REVISION. Ordering numbers2N02.

Angles in triangles* 121 S12

Page 18: Year 10 Foundation REVISION. Ordering numbers2N02.

Pie chart 128 D07

Page 19: Year 10 Foundation REVISION. Ordering numbers2N02.

Substitution & Building expressions

95,137 A04,A14

Page 20: Year 10 Foundation REVISION. Ordering numbers2N02.

Calculating with fractions

71a N24

Page 21: Year 10 Foundation REVISION. Ordering numbers2N02.

Two-way tables 61 D10

Page 22: Year 10 Foundation REVISION. Ordering numbers2N02.

The cost of an adult ticket is £15 and a child’s is £12.

Mr Black buys a ticket for himself and his 3 children. He has a discount card which gives 60% discount on the adult ticket and ¼ off the child’s ticket.

How much will he pay?

The cost of an adult ticket is £12 and a child’s is £9.

Mr Black buys a ticket for himself and his 2 children. He has a discount card which gives 40% discount on the adult ticket and 1/3 of the child’s ticket.

How much will he pay?

The cost of an adult ticket is £30 and a child’s is £12.

Mr Black buys a ticket for himself and his 3 children. He has a discount card which gives 70% discount on the adult ticket and 1/2 of the child’s ticket.

How much will he pay?

Fraction and percentages of an amount

72,87 N18,N14

Page 23: Year 10 Foundation REVISION. Ordering numbers2N02.

Questionnaire 152 D12

Page 24: Year 10 Foundation REVISION. Ordering numbers2N02.

Expanding and factorising

93,94A10,A1

1

Page 25: Year 10 Foundation REVISION. Ordering numbers2N02.

Area and problem solving*

53 S13

Page 26: Year 10 Foundation REVISION. Ordering numbers2N02.

Rotation 49 S23

Page 27: Year 10 Foundation REVISION. Ordering numbers2N02.

Best value* 41 F01

Page 31: Year 10 Foundation REVISION. Ordering numbers2N02.

What number is half way between 1.6 and 2.8?

What number is half way between 3.6 and 4.8?

What number is half way between 3.7 and 2.8?

Round 859302 to the nearest a) hundred b) thousand c) ten

9482 out of 493820 are male, how many are female?

Decimals 1,3 N02

Rounding and place value 1,18,31 N02

Page 33: Year 10 Foundation REVISION. Ordering numbers2N02.

(b) Which shape is an enlargement of shape E and what is the scale factor?

Congruent shapes and enlargement

12b,148 S05

Page 34: Year 10 Foundation REVISION. Ordering numbers2N02.

How many more squares do you need to add to make a square with sides 4 cm.

Patterns and sequences

37 A01

Page 39: Year 10 Foundation REVISION. Ordering numbers2N02.

2m 2m 2m

20m

1m 1m

1m1m

12m

Both white rectangles are the same size, what is the height and width of theWhite rectangles?

Proportion problem in lengths 18,112 S06

Page 42: Year 10 Foundation REVISION. Ordering numbers2N02.

What are the coordinates of point X?Plot the coordinate (-3, 4)

What is the equation of the blue line?Coordinates 8 S11

Page 43: Year 10 Foundation REVISION. Ordering numbers2N02.

How many taxis arrived at the club?

How many people arrived at the club?

How many football matches were played?

How many goals were scored?

Frequency table 130a D15

Page 46: Year 10 Foundation REVISION. Ordering numbers2N02.

How many footballs will be produced in 6 hours, if 1 is made every 2 minutes?

If 1500 cans of soup are produced in a day and each can holds 220ml, howmuch soup needs to be produced to fill all the cans in 1 day?

If a factory can fill 120 boxes of chocolates in 1 minute, how manyboxes of chocolates will be filled in 7 hours?

If each box holds 38 chocolates, how many chocolates are needed tofill all the boxes of chocolates filled in 7 hours?

Proportion 42 N16

Page 47: Year 10 Foundation REVISION. Ordering numbers2N02.

Comparing fractions*

25 N09

Page 48: Year 10 Foundation REVISION. Ordering numbers2N02.

Distance time graph 143 S20

Page 49: Year 10 Foundation REVISION. Ordering numbers2N02.

Indices 82,131 N08,A07

Page 50: Year 10 Foundation REVISION. Ordering numbers2N02.

Scatter graph 129 D16

Page 51: Year 10 Foundation REVISION. Ordering numbers2N02.

Solving equations and inequalities

135a,139 A05,A15

Page 52: Year 10 Foundation REVISION. Ordering numbers2N02.

Substitution – calculator work 77,95 A04,N27

Page 53: Year 10 Foundation REVISION. Ordering numbers2N02.

A

B C

AB is half the size of BCAC is 4 cm longer than BC

The perimeter of the shape is 48cm

Work out the length of AB?

Perimeters and problem solving

52,137 S01

Page 54: Year 10 Foundation REVISION. Ordering numbers2N02.

If both these shapes will be used to create mirrors, these mirrors requirea surround which goes around the edge of the mirror and costs £2.15 per metre.

How much will the edging cost?

Pythagoras, perimeter of triangle and circles

118,150a S25,S18