59 questions
another word for average is the ____
to find the ____, you add up the numbers and divide by how many numbers there are
a line connecting two points on the edge of a circle which passes through its centre
the length from the centre to the edge of a circle
the perimeter of a circle
a 2D representation of the faces of a 3D shape
with algebra, 3y means 3 ______ y
divided by
multiplied by
plus
minus
part : part
e.g. a cake is cut into 18 slices. 15 are eaten. 3 are not eaten. The _____ of eaten to uneaten slices is 15:3
e.g. a _____ of 15:3 can be simplified to 5:1
the 'pointy bits' (where edges meet) of a 3D shape are called ________
the 'lines' joining faces of a 3D shape are called _____
the flat surfaces of a 3D shape are called _____
a triangle with two sides of the same length and two angles of the same size is called an _________ triangle
a triangle with sides of the same length and angles of the same size (60 degrees) is called an ___________ triangle
when you have the same reflected on both sides, you have ________
when we _________ a shape, we move it to a new position (without changing its size or rotating it)
do we write the x or y coordinate first?
(X, Y)
(Y, X)
a shape which does not have equal sides and/or equal angles is __________
a shape with equal sides and equal angles is _______
a 2D shape that has been 'stretched out' to make a 3D shape
a line drawn from one vertex to the opposite vertex
a quadrilateral with two pairs of equal sides adjacent (next) to each other is called a ____
a parallelogram with sides of the same length is called a _______
a quadrilateral which has one pair of parallel lines is called a _________
a quadrilateral which has two pairs of parallel lines is called a _____________
a shape with eight sides
a shape with six sides
a shape with five sides
a shape with four sides
lines that cross at right angles (or would cross at right angles if we extended them)
lines would never cross no matter how far we extended them (like train tracks)
on parallel lines, alternate (Z or backwards-Z) angles are _____
when two straight lines cross, opposite angles are _____
angles in a quadrilateral total ___ degrees
e.g. you can find an unknown angle in a quadrilateral by subtracting the total of the other three angles from ___
angles in a triangle total ___ degrees
e.g. you can find an unknown angle in a triangle by subtracting the total of the other two angles from ___
angles greater than 180 degrees are ______ angles
angles greater than 90 degrees but less than 180 degrees are ______ angles
angles less than 90 degrees are _____ angles
degrees around a point
e.g. you can find an unknown angle on a point by subtracting the other angle(s) from ___
degrees on a straight line
e.g. you can find an unknown angle on a straight line by subtracting the other angle(s) from ___
degrees in a right angle
e.g. on angle diagrams, a right angle is shown with a small square and represents __ degrees
degrees in a whole turn
degrees in three quarters of a turn
degrees in a half turn
degrees in a quarter turn
February has 28 days or 29 in a ____ ____
January, March, May, July, August, October and December have __ days
September, April, June and November have __ days
hours in a day
minutes in an hour
seconds in a minute
the amount of 3D space something takes up
e.g. length x width x height = ______ of a cuboid
the distance around the outside
e.g. a rectangle with longer sides of 6 cm and shorter sides of 4 cm will have a _________ of 20 cm
the amount of 2D space something takes up
e.g. length x width = ____ of a rectangle
e.g. base x height = ____ of a parallelogram
e.g. base x height ÷ 2 = ____ of a triangle
8 kilometres = _ miles
1 mile = ___ kilometres
millilitres in a litre
grams in a kilogram
metres in a kilometre
centimetres in a metre
millimetres in a centimetre