Daily Practice · 13+ Common Entrance
July 1959 5-a-day
Every sheet in July 1959
The same date always regenerates the same five questions, so a sheet you print today is the sheet a classmate prints tomorrow.
- 1st July 1959A pupil measures a length as 250 mm. State this length in metres.
- 2nd July 1959State how many natural moons orbit the Earth.
- 3rd July 1959State the pH value of a neutral solution, such as pure water.
- 4th July 1959A student measures the length of a metal rod five times: 62.1 cm, 62.4 cm, 62.0 cm, 62.5 cm, 62.2 cm. Calculate the mean length of the rod.
- 5th July 1959Which word means the same as "ascend" in a sentence about a balloon rising into the sky: "climb", "sink", "hover" or "spin"?
- 6th July 1959Which two poetic techniques are both used in the line 'The waves whispered along the shingle shore'?
- 7th July 1959What is the name for a poem written without a regular rhyme scheme or fixed rhythm?
- 8th July 1959Choose the correct homophone: You should always ___ your times tables before a test. (practice / practise)
- 9th July 1959Choose the correct word: ___ leaving their bags by the door. (Their / There / They're)
- 10th July 1959Find and copy one word from 'the fox paused, listening to the city's held breath' that gives the city a human quality.
- 11th July 1959In a report, a word is defined as follows: 'The expedition team faced constant attrition - illness, injury and exhaustion wore down their numbers day by day.' What does 'attrition' mean here?
- 12th July 1959A train travels 90 km in 1.5 hours at a constant speed, shown as a straight line on a distance-time graph. Calculate the gradient of this line, and state what it represents.
- 13th July 1959A bag contains 12 red counters, 15 blue counters and 9 green counters only. A counter is picked at random. Work out the probability that it is blue, giving your answer as a decimal to 3 significant figures.
- 14th July 1959Work out 3/4 + 1/6, giving your answer as a fraction in its simplest form.
- 15th July 1959Two joggers start together at a park gate. One returns to the gate every 18 minutes, the other every 24 minutes. After how many minutes will they next be at the gate together?
- 16th July 1959Two parallel lines are cut by a transversal. One of the angles formed is 63 degrees. State the size of the co-interior (allied) angle on the same side of the transversal, and explain why.
- 17th July 1959Solve x^2 = 7x - 12.
- 18th July 1959Solve x^2 + 3x - 18 = 0.
- 19th July 1959Find 3^3 + sqrt(64).
- 20th July 1959120 pounds is shared between Leo and Maya in the ratio 3:5. Work out how much Maya receives.
- 21st July 1959Explain why muscles must work in antagonistic pairs rather than alone.
- 22nd July 1959State whether a solution with pH 3 is acidic, neutral, or alkaline.
- 23rd July 1959A wave has a frequency of 50 Hz and a wavelength of 4 m. Use wave speed = frequency x wavelength to calculate its speed.
- 24th July 1959State the pH of a neutral solution such as pure water.
- 25th July 1959State whether the Earth casting a shadow that blocks sunlight from reaching the Moon is called a solar eclipse or a lunar eclipse.
- 26th July 1959Name the force that pulls all objects with mass towards each other, keeping planets in orbit.
- 27th July 1959On a graph of temperature (y-axis) against time (x-axis), a straight line rises from (0 s, 20 degrees C) to (40 s, 60 degrees C). Calculate the gradient of this line, and state what it represents.
- 28th July 1959In an extract, a climber "kept checking the rope, tugging it twice before every step." What does this suggest about the climber?
- 29th July 1959In a report, a word is defined as follows: 'The team faced constant setbacks - equipment failure, bad weather and dwindling supplies chipped away at morale.' What does 'dwindling' mean here?
- 30th July 1959A biography states that a scientist 'spent every evening after his factory shift teaching himself chemistry from borrowed textbooks.' What can a reader infer about this person from these facts?
- 31st July 1959An article opens with a short story about one seabird found tangled in plastic, before giving any wider statistics. What is this technique called?