Write 0.037 as a fraction: (a)   .

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Write down the 20th odd number: (a)   .

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Write down all the factors of 20: (a)   .

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Tanya needs to buy chocolate bars for all the children in Year 7. Each of the 130 children get one chocolate bar. There are 8 chocolate bars in each packet. Work out the least number of packets of chocolate bars that Tanya needs to buy.

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(a)  

Greg rolls a fair ordinary dice once. On the probability scale, mark with a cross (x) the probability that the dice will land on an odd number.

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Greg rolls a fair ordinary dice once. On the probability scale, mark with a cross (x) the probability that the dice will land on a number less than 5.

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One day Sally earned £60. She worked for 8 hours. Work out Sally's hourly rate of pay.

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(a)  

Work out 15% of 80: (a)   .

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There are 3 red beads and 1 blue bead in a jar. A bead is taken at random from the jar. The probability that the bead is blue is (a)   .

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There are only black pens and green pens in a box. The ratio of the number of black pens in the box to the number of green pens in the box is 2 : 5. The fraction of the pens that are black is (a)   .

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Sally has three tiles. Each tile has a different number on it. Sally puts the three tiles down to make a number. Each number is made with all three tiles. How many different numbers can Sally make?

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Here are the first three patterns in a sequence. The patterns are made from triangles and rectangles. How many triangles are there in pattern number 7?

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Charlie says "There are 4 rectangles in pattern number 3 so there will be (a)   rectangles in pattern number 6" Is Charlie right? Give a reason for your answer.

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Paul organised an event for a charity. Each ticket for the event cost £19.95. Paul sold 395 tickets. Paul paid costs of £6000. He gave all money left to the charity. Work out an estimate for the amount of money Paul gave to the charity.

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(a)  

Is your answer to (a) an (a)   ? Give a reason for your answer.

The pictogram shows information about the numbers of fruit trees in an orchard. Complete the key for the pictogram. Each triangle (△) represents ...... trees.

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There are 90 fruit trees in the orchard. Draw an accurate pie chart for this information.

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Carpet tiles are going to be used to cover a floor. The floor is a 1200mm by 1000mm rectangle. Each carpet tile is a 40 cm by 30 cm rectangle. An exact number of Carpet tiles fit perfectly into this space. How many?

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Sam buys 20 boxes of oranges. There are 25 oranges in each box. Each box of oranges costs £7. Sam sells 2/5 of the oranges he bought. He sells each of these oranges for 40p. He then sells each of the remaining oranges at 3 oranges for 50p. Did Sam make a profit or did Sam make a (a)   ? You must show working to justify your answer.

100 students had some homework. 42 of these students are boys. 8 of the 100 students did not do their homework. 53 of the girls did do their homework. Use this information to complete the frequency tree.

One of the girls is chosen at random. Work out the probability that this girl did not do her homework.

(a)  

Work out (2/7) * (1/5) = (a)   .

Work out 1 2/3 - 3/4 and fill in the blank: (a)   .

Solve 4x + 5 = x + 26 and find the value of x, where x = (a)   .

In a sale, normal prices are reduced by 20%. The normal price of a coat is reduced by £15. Work out the normal price of the coat.

(a)  

Work out 6.34 × 5.2 = (a)  

Expand and simplify (m + 7)(m + 3) to get (a)  

Given that AE, DB, and CF are parallel, DA = DB = DC, and angle EAB = angle BCF = 38°, work out the size of the angle marked x. You must show your working.

Gary drove from London to Sheffield. It took him 3 hours at an average speed of 80km/h. Lyn drove from London to Sheffield. She took 5 hours. Assuming that Lyn drove along the same roads as Gary and did not take a break, work out Lyn’s average speed from London to Sheffield.

(a)  

If Lyn did not drive along the same roads as Gary, this could affect your answer to part (a) by (a)   .

In a company, the ratio of the number of men to the number of women is 3:2. 40% of the men are under the age of 25. 10% of the women are under the age of 25. What percentage of all the people in the company are under the age of 25?

(a)  

The plan, front elevation and side elevation of a solid prism are drawn on a centimetre grid. In the space below, draw a sketch of the solid prism. Write the dimensions of the prism on your sketch.

Here is a parallelogram. Work out the value of x and the value of y.

Describe fully the single transformation that maps triangle A onto triangle B.

Given vectors a = (-7, 3) and b = (4, 2), work out b - 2a as a column vector is equal to (a)   .