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Bexley · INDEPENDENT SUBJECT PRACTICE

Bexley Maths Extended Practice Paper 2

Interpreting scales, combining constraints and checking complete answer sets

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45minutes
50questions
£5total price

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A full sitting. A useful debrief.

Put number, fractions, measures, geometry, data and multi-step problem solving to work. Each explanation shows the method as well as the answer.

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Maths · Maths: changing a proportion

The diagram shows 20 seats. The shaded seats are reserved. Two of those reservations are then cancelled, so those two seats become unreserved. What percentage of all 20 seats is now unreserved?

Twenty seats in four rows of five. Eight seats are shaded as reserved; twelve are initially unreserved.

Choose one answer.

  1. A60%
  2. B70%
  3. C30%
  4. D50%
  5. E90%
Show answer and explanation

B: 70%

Initially 8 seats are reserved and 12 are not. Cancelling two reservations leaves 6 reserved and 14 unreserved. Since 20 seats represent 100%, each seat is 5%; 14 × 5% = 70%.

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What this paper practises

Hundredths as a simplified fractionSubtraction across placeholdersRectangle areaCombining capacity unitsUsing a pictogram multiplierMultiplication with regroupingFractions and percentagesCombining turnsMasses expressed in kilograms and gramsCounting values above a targetRecognising square numbersAdding improper fractionsCoordinates of a square’s centreComparing lengths in different unitsA greatest total from grouped scoresDivision with regroupingTwo rounding conditionsOther angles around a pointA fraction of a minute at a given rateGrowth between selected readingsA multiple under a digit boundCompleting a whole numberRearranging whole cube layersComparing purchases in mixed money unitsTasks that can happen at the same timeRounding to ten thousandAssigning two different vouchersCounting shared edges from facesSeveral distances in mixed unitsReconstructing a total from a differenceGuaranteeing consecutive valuesSubtracting mixed numbersUsing rulers away from zeroNet mass from a graduated scaleMultiplying by a thousandThousandthsDifferent arrays with the same number of cubesA duration crossing midnightThree numbers under two conditionsOrdering related fractionsComparing two digit valuesPerimeter of joined squaresSquare multiplicationAmount after a percentage reductionA missing multiplierA shortest grid route around a barrierReconstructing then rounding a whole numberRemaining fraction and capacity unitsAddition to the next thousandChoosing fractional lengths under an exact total

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Independent Bexley-related numerical component practice informed by current Quest guidance. This extended paper has 50 original questions and an Exam Quay 45-minute clock. It does not reproduce Bexley’s two combined booklets or claim an official standalone numerical timing. NVR is not included. Most questions require one answer; a few explicitly require exactly two, three or four. Select the stated number. Exam Quay awards one mark only for the complete correct set, otherwise zero, with no negative marking. This is our marking rule, not a claim about the official algorithm. Do not use a calculator. Spare paper may be used for working. Use the values and relationships supplied in diagrams rather than measuring the image.

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These are original independent practice questions. The question count and 45-minute duration shown here are this paper’s practice specification. Read the collection guide for the official format and the differences. The schools may change their exam arrangements.

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