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Stage 8 - Q1 - 2 marks
17987

Calculate.

\[9.55\times 0.01\]
Hint

Track the place-value change before making the rounding decision.

Stage 8 - Q2 - 2 marks
17988

Estimate by rounding each factor to 1 s.f.

\[21.3\times4.95\]
Hint

Track the place-value change before making the rounding decision.

Stage 8 - Q3 - 3 marks
17989

Round to 3 significant figures.

\[0.013459\]
Hint

Track the place-value change before making the rounding decision.

Stage 8 - Q4 - 3 marks
17990

Calculate.

\[9.88\div 0.1\]
Hint

Track the place-value change before making the rounding decision.

Stage 8 - Q5 - 4 marks
17991

A rectangle measures 24.6 m by 4.12 m. Calculate its area to 3 significant figures. Keep all digits until the last step.

Hint

Track the place-value change before making the rounding decision.

Stage 8 - Q6 - 4 marks
17992

A bag holds 145 g of 169 identical counters. Find the mean mass of a counter to 2 significant figures.

Hint

Track the place-value change before making the rounding decision.

Stage 8 - Q7 - 5 marks
17993

Find x \(if(x\times 0.01)\div 0.1=0.72\).

Hint

Combine the two scale factors.

Stage 8 - Q8 - 5 marks
17994

A positive integer rounds to 3600 to two significant figures. Find the smallest possible multiple of 8 that it could be.

Hint

Find the lower rounding boundary, then the next allowed multiple.

Stage 8 - Q9 - 5 marks
17995

A pupil says that rounding to 2 decimal places and then to 1 decimal place always gives the same answer as rounding straight to 1 decimal place. Find a counterexample.

Hint

Try a number just below a 1-decimal-place halfway boundary.

Stage 8 - Q10 - 5 marks
17996

A positive number x has exactly two decimal places. After multiplication by 0.1, it rounds to 0.35 to two decimal places. List all possible x.

Hint

Reverse the multiplication only after finding the rounding interval.

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