1100156.20 191.08 9.5549.55 200.63 188.63 QUESTION 1 Number problems – bills. Percentage of amounts. June 2010.

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Presentation transcript:

QUESTION 1 Number problems – bills. Percentage of amounts. June 2010

QUESTION 2 Metric Units. June 2011 km litres grams

QUESTION 3 Problem Solving – Scales, Proportion June g = 40g

QUESTION 4 Parts of a circle. Perpendicular Lines. Radius Tangent Chord June 2009

QUESTION 4 Parts of a circle. Perpendicular Lines. June 2009 Draw a line through C that is: 1)Parallel to AB 2)Perpendicular to AB

QUESTION 5 Estimating Area. Symmetries. June 2009

QUESTION 5 Estimating Area. Symmetries. June 2011

QUESTION 6 Accurate Nets. November 2008

3cm 6cm 3cm 6cm 3cm 2cm 6cm 2cm 3cm QUESTION 6

Negative Numbers in Real life P2 June 2008 Q8 QUESTION 8 -9(°C) Up 2 (°C) Up 5 (°C) 1(°C)

P2 June 2009 Q7 Moscow 34 (allow -34) 18 (allow -18)

Percentages of amount (with calculator) Calculate: 1)27% of 560kg 2) 74% of 28m 3) 9% of 345 Answers 1)151.2kg 2)20.72m 3)31.05 QUESTION 8

Problem solving - Number To find the next number, add the two bricks below it. Fill in the missing numbers. QUESTION 8

Number Sequences QUESTION 9

Forming Expressions QUESTION 9

Solving Equations QUESTION 9

Problem solving - Sequences QUESTION 9

Averages b)Find the median and the range of the following numbers 21, 22, 24, 21, 32, 27, 28, 27, 26 QUESTION 10

Range = 32 – 21 = 11 B1

Scale Drawing The diagram show two points X and Y on a map. Use the scale of the map to find the actual distance, XY, in metres. [3] QUESTION 11

Bearings QUESTION 11

QUESTION 12 Problem Solving – Proportion. Quality of Written Communication (QWC) type questions. There will be a garden party at Bodnant Garden in July. Unfortunately, there has been a flood which has damaged one part of the gardens. It is essential that this area is repaired before the garden party as this is where the people will be sitting to enjoy their cups of tea. For this area to look its best, 1800 pansies and 1800 tulips must be planted. 1 gardener can plant 90 pansies in one day or a 1/3 as many tulips. The garden will need time to settle, and must be ready within 10 days. How many gardeners must they employ to ensure that the garden is ready within the time limit given? You will need to show your full working out and will need to explain your work. There will be a garden party at Bodnant Garden in July. Unfortunately, there has been a flood which has damaged one part of the gardens. It is essential that this area is repaired before the garden party as this is where the people will be sitting to enjoy their cups of tea. For this area to look its best, 1800 pansies and 1800 tulips must be planted. 1 gardener can plant 90 pansies in one day or a 1/3 as many tulips. The garden will need time to settle, and must be ready within 10 days. How many gardeners must they employ to ensure that the garden is ready within the time limit given? You will need to show your full working out and will need to explain your work. Total number of gardeners needed is 2+6=10 to ensure that the pansies and tulips are all planted within 10 days.

QUESTION 13 Constructing an angle with only a Compass. 80 Constructing a 30 degree angle (or 150 degree if we take the other angle on a straight line) Constructing a 45 degree angle (or 135 degree if we take the other angle on a straight line) Constructing a 60 degree angle (or 120 degree if we take the other angle on a straight line)

QUESTION 13 Bisecting a Line. 129 Draw a straight line in your books. To bisect this line means that we must split it exactly in half using only compasses. To do this you must place the pin at one edge of the line and open the compass out beyond half way. Draw an arc. Repeat this step from the other side. Both arcs should cross over. From the crossover points, draw a straight line.

QUESTION 14 Real Life Money Questions. 64 Exchange rates Luke goes on a skiing holiday to Switzerland. He buys £500 worth of Swiss Francs which gives him 700 Swiss Francs. Can you work out the exchange rate? If he has 300 Swiss Francs left after returning home, how many pounds would he expect to have back? Exchange rates Luke goes on a skiing holiday to Switzerland. He buys £500 worth of Swiss Francs which gives him 700 Swiss Francs. Can you work out the exchange rate? If he has 300 Swiss Francs left after returning home, how many pounds would he expect to have back?

QUESTION 14 Time Zones. 64 Time Zones Mr Davies is delighted that the school have been to San Francisco. As a result, he would like to contact the hotel they stayed at in San Francisco to thank the manager for the welcome that YJB received. He is able to call on a Thursday. He knows that the time difference between Llandudno and San Francisco is 8 hours (San Francisco is 8 hours behind Llandudno). What time and day should he call from Llandudno if the manager works from 8:00am to 5:00pm? Time Zones Mr Davies is delighted that the school have been to San Francisco. As a result, he would like to contact the hotel they stayed at in San Francisco to thank the manager for the welcome that YJB received. He is able to call on a Thursday. He knows that the time difference between Llandudno and San Francisco is 8 hours (San Francisco is 8 hours behind Llandudno). What time and day should he call from Llandudno if the manager works from 8:00am to 5:00pm? 8:00am in San Francisco is 8+8 = 4pm in Llandudno on the Thursday. 5:00pm in San Francisco is 1am in Llandudno on the Friday. Mr Davies could call between 4:00pm om Thursday and 1:00am on Friday.

QUESTION 15 Problem Solving - Number Patterns and Nth Term of a sequence. 112 This is the conversion table that can be used to change ounces to grams. Can you fill in the blanks? This is the conversion table that can be used to change ounces to grams. Can you fill in the blanks? OuncesGrams

QUESTION 16 Congruency. Congruent means the same shape and same size. Which of these shapes are congruent? Write 2 sentences to describe the sets of congruent shapes. A B C G IH D E F G O P Q N X Y Z U V W

Question 17 - Experimental Probabilities

Question 18 - Pythagoras’ Theorem

Question 19 - Regions

Question 20 - Trigonometry

Question 21 - Similar Shapes

Question 22 - Reverse Percentages

Question 22 - Standard Form