In the table below, put a tick (✓) in the box next to the formula.
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In the table below, put a tick (✓) in the box next to the formula.
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Here is a rectangle.
All measurements are in centimetres.
Show that when , the perimeter of the rectangle is cm.
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Write down an example to show that the following statement is not correct.
The sum of an even number and an odd number will be even.
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An unknown integer can be expressed as .
Write down an algebraic expression for the next integer value.
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An integer value can be expressed as .
Write down an algebraic expression for an even number.
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Write down an example to show that each of the following two statements is not correct.
The multiples of an odd number are always odd.
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All the digits in even numbers are even.
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The th even number is .
Write down an expression for the next even number.
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and are two consecutive odd numbers.
Give an example to show that the value of is a multiple of
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is a positive number.
is a negative number.
For each statement, tick the correct box.
| Always true | Sometimes true | Never true |
is positive | |||
is positive | |||
is positive | |||
is positive |
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Which of these is a correct identity?
Circle your answer.
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The diagram shows a cube with edges of length cm and cone of radius cm and height cm.
The volume of the cube is equal to the volume of the cone.
Show that , where is an integer.
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The th odd number is .
The next odd number after is .
Explain why.
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Write down an expression, in terms of , for the next odd number.
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Here is a right-angled triangle.
Four of these triangles are joined to enclose the square as shown below.
Show that the area of square is .
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and are two even numbers.
Give an example to show that the value of is a multiple of
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Show that when and are both even numbers, the value of will always be a multiple of 6
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Here is a rectangular wooden block.
The measurements of the diagram are in centimetres.
Three of these wooden box are put together to construct a shelf.
The perimeter of the shelf is cm.
Show that
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Consider the statement,
'When and are whole numbers, is always a multiple of ."
Is this statement correct?
You must give a reason for your answer.
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