Patterns in Mathematics Quiz

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Explore patterns in numbers and shapes

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Sangeetha S

India

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Patterns in Mathematics Quiz


Froggy Jumps Patterns in Mathematics QuizVersion en ligne Explore patterns in numbers and shapes par Sangeetha S 1 Can you think of other examples where mathematics helps us in our everyday lives? a Yes, many daily activities. b Only in学校 math class. c No, never. 2 How has mathematics helped propel humanity forward? a It has no impact on progress. b It has propelled humanity forward. c It has slowed progress. 3 Can you recognise the pattern in each of the sequences in Table 1? a Yes, we can recognise patterns. b No, patterns do not exist. c Only some sequences have patterns. 4 Rewrite each sequence of Table 1 in your notebook, along with the next three numbers in each sequence! a You should rewrite and note the rule for each sequence. b Only rewrite but do not note the rule. c Skip this task. 5 Can you find a similar pictorial explanation for why adding counting numbers up and down gives square numbers? a No, it cannot be explained visually. b Yes, a pictorial explanation exists. c Only a numerical explanation exists. 6 Count the number of sides in the Regular Polygons sequence. Which number sequence do you get? a A random sequence with no pattern. b All numbers except 3. c The counting numbers starting at 3. 7 Count the number of lines in the Complete Graphs sequence. Which number sequence do you get? a A non-mathematical sequence. b No consistent sequence. c A related counting-number sequence. 8 What happens when you add up powers of 2 starting with 1, then add 1 to each? What sequence do you get? a You get a constant sequence. b You get decreasing numbers. c You get a sequence like 1, 3, 7, 15, ...

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Patterns in Mathematics Quiz

Froggy Jumps

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Créé par

Téléchargez la version pour jouer sur papier

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Patterns in Mathematics QuizVersion en ligne

par Sangeetha S

Can you think of other examples where mathematics helps us in our everyday lives?

How has mathematics helped propel humanity forward?

Can you recognise the pattern in each of the sequences in Table 1?

Rewrite each sequence of Table 1 in your notebook, along with the next three numbers in each sequence!

Can you find a similar pictorial explanation for why adding counting numbers up and down gives square numbers?

Count the number of sides in the Regular Polygons sequence. Which number sequence do you get?

Count the number of lines in the Complete Graphs sequence. Which number sequence do you get?

What happens when you add up powers of 2 starting with 1, then add 1 to each? What sequence do you get?