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Stage 8 - Q1 - 2 marks
18057

Multiply.

\[7.8\times1\]
Hint

Identify the operation from the context, then estimate its scale.

Stage 8 - Q2 - 2 marks
18058

Insert <, > or =.

\[-2.92\quad\square\quad-2.926\]
Hint

Identify the operation from the context, then estimate its scale.

Stage 8 - Q3 - 3 marks
18059

Use a mental method.

\[147\times0.25\]
Hint

Identify the operation from the context, then estimate its scale.

Stage 8 - Q4 - 3 marks
18060

Divide.

\[0.208\div0.2\]
Hint

Identify the operation from the context, then estimate its scale.

Stage 8 - Q5 - 4 marks
18061

A rectangle measures 3.3 m by 1.6 m. Find its area exactly.

Hint

Identify the operation from the context, then estimate its scale.

Stage 8 - Q6 - 4 marks
18062

Compare 12.7 cm and 130 mm. State which is longer and the difference in millimetres.

Hint

Identify the operation from the context, then estimate its scale.

Stage 8 - Q7 - 5 marks
18063

A 1.25 litre bottle fills glasses of 0.18 litre. Find the number of full glasses and the liquid remaining.

Hint

Use the context to decide how the quotient should be rounded.

Stage 8 - Q8 - 5 marks
18064

Two decimal numbers have sum 3.6 and difference 0.8. Find the numbers and their product.

Hint

Combine the sum and difference to isolate one number.

Stage 8 - Q9 - 5 marks
18065

A rectangle has perimeter 6.0 m and area 2.21 \(\text{m}^{2}\). Each side has one decimal place and is at least 1.0 m. Find its side lengths and explain how your search is complete.

Hint

Use the perimeter to reduce the search to one side.

Stage 8 - Q10 - 5 marks
18066

Find the smallest positive integer n such that both \(0.28n\) and \(0.45n\) are integers. Explain why it is the smallest.

Hint

Convert the decimals into fractions and identify the required divisors of n.

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