Transcript SODA 6D2

S.O.D.A.
Start Of Day Activity
Morning registration mathematics activity
Aligned to the Renewed Framework for Mathematics
Stoke-on-Trent Primary Maths Team
S.O.D.A.
Start Of Day Activity
WHAT IS IT?
10 mathematics questions per day based on the Renewed
Framework for Mathematics.
Questions 1-5 consolidate maths from the previous unit.
Questions 6-10 are based on the previous year’s coverage of
the next unit (following Block sequence A B C D E).
This will support you in pitching the learning appropriately for
the next unit and gathering evidence for APP.
WHAT IS IT NOT?
SODA is NOT intended to be used during any part of the
daily mathematics lesson.
It is an ADDITIONAL resource to support the
CONSOLIDATION of learning which has taken place
previously.
S.O.D.A.
Start Of Day Activity
WHEN?
During the registration period at the start of the day.
Pupils could record their answers in a ‘SODA’ book.
Go through the questions and discuss strategies the children
used with the pupils during registration.
Ensure that you model the correct mathematical vocabulary
and always encourage the children to use it correctly.
HOW?
Use SODA as it stands or personalise the questions for your
pupils by adapting / replacing them.
Year 6, Block D, Unit 2
Questions 1 - 5 based on Year 6, Block C, Unit 2
Questions 6 -10 based on Year 5, Block E, Unit 2
Monday 2nd March 2009
Approximately, how many litres are equivalent to
1. 1 gallon?
2. 2 gallons?
3. 4 gallons?
How many gallons are equivalent to…
4. 1 litre? (approximately to 1 decimal place)
5. 16 litres? (approximately to 1 decimal place)
6. A number whose double lies between
1.2 and 1.3
7. What number is the midpoint of 1.45
and 1.53 on a number line?
8. Count up from 0 in ¼s in improper
fractions up to 9/4.
9. Convert these to mixed numbers.
10. 5 ¾ = __ quarters
Year 6 Block D Unit 2
Tuesday 3rd March 2009
On the first scale, the arrow shows the weight of a
cabbage. Copy the second scale & mark the weight of
the same cabbage on the second scale.
6. There are 3 gold candles in every packet of 10. How
many gold candles are there in every 20? in every 30?
7. A police force has 3 policemen for every 2
policewomen.
What numbers of policemen & policewomen could there be?
8. A teacher earns £5 for every £2 a hairdresser earns. If a
teacher earns £25,000 in one year how much does a
hairdresser earn in one year?
Year 6 Block D Unit 2
Wednesday 4th March 2009
1. A family measure their arm spans. Dad, 245cm, Jane,
1.03m, Billy 770mm, Mum 1.3m.
2. Convert all the measurements to the same units.
(what are the most sensible units to use?)
3. Put them in order from shortest to longest.
4. What does the diagram show as a mixed number?
5. What does the diagram show as an improper fraction?
Write the decimal equivalents for these fractions…
6. 7/10, 4/10, 2/100, 8/100, 15/100, 60/100
7. Draw a number line from 0 – 1, mark it in fifths below…
8. …mark the equivalent decimals above the numberline
Year 6 Block D Unit 2
Thursday 5th March 2009
Read each of the 3 scales.
Which
measuring
equipment
would you
use to
weigh
each
of these
items?
Year 6 Block D Unit 2
Friday 6th March 2009
Pie charts
Year 6 Block D Unit 2
Monday 9th March 2009
Pie charts (explain with number sentences)
Year 6 Block D Unit 2
Tuesday 10th March 2009
1. A gardener has a 5 litre can of fertiliser. She uses 1/5
of the can on tomatoes and 3/10 on flowers. How
many litres are left over?
2. What proportion of the can is this?
3. A mile is 1760 yards. Raffa walked 7/10 of a mile. How
far is this in yards?
4. ?/? of ? = 12 … find 3 different ways to complete this
5. Find 10% of… £3.00, 5 kg, 250ml, 760mm, 42 cm
6. Find 20% of … £3.00, 5 kg, 250ml, 760mm, 42 cm
7. Find 5% of … £3.00, 5 kg, 250ml, 760mm, 42 cm
8. ____% of £50 = £20
9. 30% of ____ = 60ml
10. Georgio uses 4 carrots for every ½ litre of soup. How
much soup can he make from 20 carrots? How many
carrots would he need for 2 litres of soup?
Year 6 Block D Unit 2
Wednesday 11th March 2009
1. Mental maths test scores. Work out the
range, mode, median and mean of this set of data.
9, 16, 8, 20, 15, 14, 12, 13, 11, 16, 18, 8, 12, 17, 13,19
Draw a numberline from 0-2. Mark 0.5 1, 1.5 on the line.
Use a calculator to find the decimal equivalents for these
fractions and mark them on the number line with an arrow
below the line e.g. 4/5 (4÷5)= 0.8… 6/8, 3/5, 2/3, 8/5, 7/12, 13/7
Now work out a fraction that will go between the ones you
have already written, draw an arrow from above the line.
Year 6 Block D Unit 2
Thursday 12th March 2009
Win the game by spinning an even blue number.
1. Would you choose spinner A or B? 2. Explain why.
3.Copy & colour spinner C so that is has a better probability
of winning (you must have some red, blue & yellow sectors)
4. Explain why C has
a better probability
of winning compared
to A & B.
6. 1/3 of 150ml
7. 2/3 of 150 ml
8. 3/5 of 500g
9. 3/5 of 1000g
10. 3/5 of 1500g
Year 6 Block D Unit 2
Friday 13th March 2009
1. Draw a line graph to show the conversion
between euros and pounds from this data.
£ on Y-axis, € on X-axis (see next slide)
2. How much is one euro worth?
3. How many euros are 5 pounds worth?
4. 50% = ½ = 0.5 what other percentage
equivalents do you know?
5. one seventh of what number is 6?
6. One pencil costs 15p. How much do 5 cost?
7. Two envelopes cost 36p. How many can I buy
with £1.50? How much money have I got left?
Year 6 Block D Unit 2
Friday 30th January 2009
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Year 6 Block D Unit 2