maths trail. how many hanging baskets are there in the garden? 1
TRANSCRIPT
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Maths Trail
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How many hanging baskets are there in the garden?
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How many daisies with
yellow centres are there on this plaque?
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Put the numbers in the bottom row in order, smallest first.
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What time does the
clock say?
4
?
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Estimate the size of each of the angles found on the red table
tops near the library.
What is the total of the four angles?
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Find as many different
shapes as you can on the
train?
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What colour is the equilateral triangle?
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What is the probability of choosing a
quadrilateral?
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Write down two square numbers on the number grid.
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Write down 5 number
patterns that you can see in
the number square grid?
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Find this poster and write down how many flags there are?
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Find this poster and write down the probability
of picking a flag with red in it?
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How many different birds did this class see?
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How many birds in total did this class see?
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How many beads are there on the rosary?
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Find these cards and make the largest number you can.
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How many steps are then into the train?
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Starting at 1 go up the 1st ladder and down the 2nd snake. What
number do you end up on?
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How many stages of the
cross are there?
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Estimate the distance between the football goal posts.
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How many wheels are there on the
train?
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Stand on the compass and face north – what can you see.?
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How many spots are there
on all the toadstools put
together?
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What fraction of the keys on the piano are black?
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How many vertical slats
are there at the back of the
bench?
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How many keys are there on a computer keyboard?
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What fraction of the drawers have a name tag on them?
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How many quadrilaterals can you see on this snake?
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What colours are there on
the train?
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What is the median of the top row of numbers?
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What do all the numbers on the hopscotch add
up to?
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How many rectangles can you find on the
hopscotch grid?
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Measure the height of the basketball posts.
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How many plants are there
in the garden area?
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Start at 6. Move 3 square south and then 2 squares east. What
number are you now on?
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Using the compass directions, describe how you could get from
the number 15 to 68?
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How many extra spots would be needed to make an
additional ring of spots?
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How many ways can you
rearrange the 3 colours?
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What is the name of this
shape? Can you find any bins with
different shapes?
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How many of these squares
are there?
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Estimate how many Year 4 pupils would fit onto one of these
squares?
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What is the name of the
shape formed by the end of
the shed?
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What shape are the red desks near the library?
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Can you find a table that is an
octagon?
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Start at 1 and keep moving forward 3 places – do you land on the
number 35?
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I start at number 2 and follow a number pattern and end on 32.
Find 2 possible number patterns starting at 2 and ending on 32?
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Estimate how long it would take to walk around the whole school
field?
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How many computers are
there in the school?
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Estimate the height of Year 5’s
classroom door?
49
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How many benches are there outside the music room?
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What mathematical signs are there under the Year 3 whiteboard?
51
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On a computer keyboard, what fraction of the keys have a letter
on them?
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How wide is the Year 6 classroom?
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Do the tables in the dining hall tessellate?
Do the red tables near the library tessellate?
Do the tables in the library tessellate?
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How many lines of symmetry do the red tables have?
Do they have rotational symmetry?
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How many lines of symmetry do the dining tables have?
Do they have rotational symmetry?
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How many lines of symmetry do the tables in the library have?
Do they have rotational symmetry?
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Find this table, measure it and calculate the area of the top?
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You could arrange 3 desks to make a rectangle in two
completely different ways. How many
ways could you you arrange 4 desks?
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Go to the main hall and solve the problem involving the frogs.
Write down how many moves it took you?
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