Mathematics Relationships (National 4)
1 |
Applying algebraic skills related to linear
equations |
|
1.1 |
Drawing and recognising a graph of a linear equation |
Draw
using a table of values or chosen values of x For
y = mx +c, know the meaning of m and c Recognise
and use y = a, x = b |
1.2 |
Solving linear equations |
ax
+ b = c ax + b = cx + d |
1.3 |
Changing the subject of a formula |
Change
the subject of the formulae to x: G = x + a T
= x/c E = wx + k |
2 |
Applying geometric skills related to sides and angles
of shapes |
|
2.1 |
Using Pythagoras’ theorem |
given
measurements given co-ordinates |
2.2 |
Using a fractional scale factor to enlarge or reduce a
shape |
Linear,
non-rectangular shape |
2.3 |
Using parallel lines,
symmetry and circle properties to
calculate angles |
Combination
of angle properties associated with: Intersecting
and Parallel lines triangles and quadrilaterals Circles
:angle in a semi-circle relationship
between tangent and radius |
3 |
Applying trigonometric skills related to
right-angles triangles |
|
3.1 |
Calculating a side in a right-angled triangle |
Given
a side and an angle |
3.2 |
Calculating an angle in a right-angled triangle |
Given
two sides |
CT |
·
Presentation Pack of Golf Balls (geometry of
circle and trig) |
4 |
Applying statistical
skills related to representing data |
|
4.1 |
Constructing a scattergraph (2.6 Managing Finance and Statistics) |
Given
a set of data |
4.2 |
Drawing and applying a best-fitting straight line (2.7 Managing Finance and Statistics) |
The
line should have roughly the same number of
data points on either side Use
the line of best fit to estimate one variable, given the other |
|
NQ Curriculum Support
Finger and arm proportions |
5 |
Mathematical reasoning skills |
|
5.1 |
Interpreting a situation where mathematics can be used and Identifying a valid strategy |
Can
be attached to a skill of Outcome 1 to
require analysis of a situation |
5.2 |
Explaining a solution and relating it to context |
Can
be attached to a skill of Outcome 1 to require explanation of the solution given |