Maps from Memory

Common graphs of key functions e.g. linear, quadratic, exponential, sin (other trig) with formulas to reproduce.

Graphs showing strong, weak, no correlation.

Written formal descriptions of shapes from groups to reproduce as diagrams.
(geometrical reasoning) also available in Module pack.

3D shapes as 2D diagrams groups to create nets or build from straws and Blu-
Tac.

Drawings of spinners with different probabilities as information e.g. colours or bags of marbles or counters.

Fractions figures and diagrams. Decimals or percentages.

A bus or train timetable where departure times from the originating station are different for each train but journey times between stops are the same.

M
S
S
H
H
T
A
Maps from Memory

Multiplication Spider
(10 x 6) + (4 x 6)
(5 x 6)+(5 x 6)+(4 x 6)
(15 x 6) - 6
14 x 6
28 x 3
7 x 6 x 2
7 x 12
Maps from Memory

Radius
Circle Facts
Arc
Maps from Memory
Diameter
Circumference
Tangent
Sector
Chord
Sector Segment
Segment

Shape up circumference =
πd or πr 2
Why? area = bh
2 r d h b s perimeter = 6s area = bh h b h l volume = l x w x h w

Are these symbols magic?
Maps from Memory

Are these symbols magic?
Maps from Memory

An algebraic magic square
Maps from Memory
Can we substitute any value for a, b and c?

Y
Y y=x
X y= mx
X
Become steeper
Y y=x + c
Move up by c
X
Y y= mx + c
X
Becomes steeper by m and moves up by c
Y y=x - c
X
Move down by c
Y y= - mx
X
Reflect y=mx in the X axis

Y
Y
Match the
Graphs
X y = -x y=x x = 3 y= 2x + 5 y= 4
Y
X
X
Y
Y
X
X