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On the Farm

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11/22/2011
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On the Farm

 Jake keeps goats and ducks

 He has 20 of them altogether

 His animals have 54 feet between them

 How many goats does Jake have?

Rounders

 A school’s rounders team has played five

matches and won four of them

 The team’s highest score in a match was 5

 Their lowest score was 2

 Their median score was 4

 What could the team’s five scores be?

What Nationality?

 Amy, Bob & Cathy are three friends

 One of them is English, one is Scottish and

one is Welsh

 They asked their teacher to guess their

nationalities.

 The teacher said: “Amy is English. Bob is not

English. Cathy is not Welsh.”

 Only one of the teacher’s statements is

correct.

 What nationalities are Amy, Bob & Cathy?

Ice Creams

 Ross, Sam & Tim are brothers

 Their corner shop sells three kinds of ice

cream - strawberry, vanilla and banana

 Each brother likes only two of the ice creams

 Each kind of ice cream is liked by only two of

the brothers

 Sam said “Ross likes strawberry and I don’t

like banana”

 Which ice creams does Tim like?

1 of 2







Badminton Game

 Amy, Beth, Claudia & Donna like to play

badminton together but cannot all be free to

play on the same day.

 Amy is unable to play on Tuesdays,

Wednesdays & Saturdays. Beth is free to

play on Mondays, Wednesdays & Thursdays.

Claudia has to stay home on Mondays &

Thursdays. Donna can play on Mondays,

Tuesdays & Fridays. None of them plays on

Sundays.

2 of 2







Badminton Game

 Can each pair find a day on which to play?

 Are there any days on which no games can

be played?

 Are there any days when more than one

game can be played?

 What if they can only get one court on any

one day?

 How many games can they fit into a week?

Square Areas

 The midpoints of the sides of

a square are joined to make

a smaller square in a

continuing pattern.

 The area of the smallest

white square is 3cm2

 What is the area of the

largest white square?

Dotty Squares



 The diagram shows a 4 by

4 array of dots

 How many different

squares can you draw on

the array in such a way

that each corner of each

square lies on the dots?

Dice

 Each of these shapes can be folded to make a

cube

 For each shape, number the squares so that

opposite faces of the cube add up to 7



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