In the number 47,382, what is the value of the digit 7?
Correct: D — 7,000. The digits are worth 4 ten-thousands, 7 thousands, 3 hundreds, 8 tens and 2 ones. The 7 is worth 7 × 1,000 = 7,000.
Read, compare and round numbers up to 100,000 — the place-value fluency that every 11+ maths paper assumes.
Practising: Place value to 100,000 · Rounding to 100 and 1,000 · Ordering digits to make numbers
Maths · Question 1 of 4
Score: 0 / 4
In the number 47,382, what is the value of the digit 7?
Correct: D — 7,000. The digits are worth 4 ten-thousands, 7 thousands, 3 hundreds, 8 tens and 2 ones. The 7 is worth 7 × 1,000 = 7,000.
Round 8,647 to the nearest 100.
Correct: A — 8,600. Look at the tens digit to decide: it is 4, so we round down. 8,647 → 8,600.
What is 1,000 more than 39,950?
Correct: C — 40,950. 39,950 + 1,000 = 40,950. Only the thousands digit changes, because no carrying is needed.
Using each of the digits 4, 0, 7 and 2 exactly once, what is the largest number you can make?
Correct: D — 7,420. Put the largest digit first, then the next largest: 7 → 4 → 2 → 0 gives 7,420.
You scored 0 out of 4.
Read each explanation again for the questions you missed — the explanations are the part that makes the practice stick.
Tip for parents: let your child attempt every question before you step in. The explanation appears straight after they answer — read it together, then use Start again a day or two later to check it has stuck.
Find fractions of whole numbers, compare two fractions of different amounts, and solve the fraction word problems 11+ papers love.
Percentage discounts, percentage change and quick mental percentages — practised through realistic shopping problems.
Share amounts in a given ratio, scale recipes up and down, and use simple scales — the topic that separates 11+ scores.