Mathematics Numeracy (National 4)
1 |
Use numerical skills to solve given,
straightforward real-life problems involving money/time/measurement by: |
1.1 |
Selecting and using appropriate numerical notation and units |
|
·
Numerical notation should include: =, +, –, , /, ÷, <,
>, ( ), %, colon and decimal point ·
Units should include:
money (pounds and pence) time
(months, weeks, days, hours, minutes, seconds) measurement
of length (millimetre, centimetre, metre, kilometre, mile); weight
(gram, kilogram); volume (millilitre, litre) and temperature
(Celsius and Fahrenheit) |
1.2 |
Selecting and carrying out calculations |
|
·
add and subtract whole numbers including negative numbers ·
multiply whole numbers of any size, with up to four-digit
whole numbers ·
divide whole numbers of any size, by a single digit whole
number, by 10 or 100 ·
round answers to the nearest significant figure or two
decimal places ·
find simple percentages and fractions of shapes and
quantities e.g.
50%, 10%, 20% and 25%, 33⅓%; ½, ⅓, ¼, 1/10, 1/5 ·
calculate percentage increase and decrease ·
convert equivalences between common fractions, decimal
fractions and percentages ·
calculate rate: e.g. miles per hour or number of texts per
month ·
calculate distance given speed and time ·
calculate time intervals using the 12- and 24-hour clock ·
calculate volume (cube and cuboid) ·
calculate area (rectangle and square) and perimeter (shapes
with straight lines) ·
calculate ratio and direct proportion |
|
NQ Curriculum Support
100 Bond Game |
1.3 |
Reading measurements using a straightforward scale on an
instrument |
|
·
use measuring instruments with straightforward scales to
measure length, weight, volume and temperature ·
read scales to the nearest marked, unnumbered division with
a functional degree of accuracy |
1.4 |
Interpreting measurements and results of calculations to make
decisions |
|
·
use appropriate checking methods, eg check sums and
estimation ·
interpret results of measurements involving time, length,
weight, volume and temperature ·
recognise the inter-relationship between units in the same
family mm/cm, cm/m, g/kg, and ml/l ·
use vocabulary associated with measurement to make comparisons
for length, weight, volume and temperature |
1.5 |
Explaining decisions based on the results of measurements and
calculations |
|
·
give reasons for decisions based on the results of
calculations |
CT |
·
Glass Greenhouses ( basic arithmetic) |
2 |
Interpret graphical data and situations involving
probability to solve given, straightforward real-life problems involving money/time/measurement by: |
2.1 |
Extracting and interpreting data from at least two different
straightforward graphical forms |
|
·
a table with at least four categories of information ·
a chart where the values are given or where the scale is
obvious, eg pie ·
a graph where the scale is obvious, eg bar, pie, scatter or
line graph ·
a diagram, eg stem and leaf, map or plan |
2.2 |
Making and explaining decisions based on the interpretation of
data from straightforward graphical forms |
|
·
make decisions based on observations of patterns and trends
in data ·
make decisions based on calculations involving data ·
make decisions based on reading scales in straightforward
graphical forms ·
offer reasons for the decisions made based on the
interpretation of data |
CT |
·
Get Wired In |
CT |
·
Join the Dots |
2.3 |
Making and explaining decisions based on probability |
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·
recognise patterns and trends and use these to state the
probability of an event happening ·
make predictions and use these predictions to make decisions
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