Test - Mu Alpha Theta
... 15. Which is a missing member(s) from the set defined as “All integer side lengths of a triangle formed by a Pythagorean Triple whose perimeter is less than 100”? ...
... 15. Which is a missing member(s) from the set defined as “All integer side lengths of a triangle formed by a Pythagorean Triple whose perimeter is less than 100”? ...
Year 6 Probing Questions - Dymchurch Primary School
... - I multiplied a number with two decimal places by 100 and the answer was between 40 facts and 45. What could those numbers have been? multiply numbers up to 4 digits by a two- ________+ 1475 =6_24 What range of answers can you find? digit whole number using a written method - What is the smallest ...
... - I multiplied a number with two decimal places by 100 and the answer was between 40 facts and 45. What could those numbers have been? multiply numbers up to 4 digits by a two- ________+ 1475 =6_24 What range of answers can you find? digit whole number using a written method - What is the smallest ...
Primes
... 2. What if we restricted ourselves to the even integers? In other words, 6 would be in our set but 3 would not. This would make 6 a “prime” since it can not be written as a product of two even integers. (a) What are the “primes” if our number system is the even integers? (b) In the set of even integ ...
... 2. What if we restricted ourselves to the even integers? In other words, 6 would be in our set but 3 would not. This would make 6 a “prime” since it can not be written as a product of two even integers. (a) What are the “primes” if our number system is the even integers? (b) In the set of even integ ...
Primes
... 2. What if we restricted ourselves to the even integers? In other words, 6 would be in our set but 3 would not. This would make 6 a “prime” since it can not be written as a product of two even integers. (a) What are the “primes” if our number system is the even integers? (b) In the set of even integ ...
... 2. What if we restricted ourselves to the even integers? In other words, 6 would be in our set but 3 would not. This would make 6 a “prime” since it can not be written as a product of two even integers. (a) What are the “primes” if our number system is the even integers? (b) In the set of even integ ...
Rational and Irrational Numbers Notes
... We use numbers such as integers, fractions and decimals everyday. They form part of what is call the Real Number System. Real numbers can be divided into two categories – rational numbers and irrational numbers Rational numbers – integers, fractions, finite decimals, recurring decimals Irrational nu ...
... We use numbers such as integers, fractions and decimals everyday. They form part of what is call the Real Number System. Real numbers can be divided into two categories – rational numbers and irrational numbers Rational numbers – integers, fractions, finite decimals, recurring decimals Irrational nu ...
Microsoft Word 97
... The point on the number line representing the number zero is chosen arbitrarily and this point is called the origin. The point for the number 1 is chosen a certain distance to the right of the origin and all other points representing integers are equally spaced, as shown on the diagram. ...
... The point on the number line representing the number zero is chosen arbitrarily and this point is called the origin. The point for the number 1 is chosen a certain distance to the right of the origin and all other points representing integers are equally spaced, as shown on the diagram. ...
