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ACMEM073

complete calculations with rates, including solving problems involving direct proportion in terms of rate

ACMEM074

use rates to make comparisons

ACMEM075

use rates to determine costs; for example, calculating the cost of a tradesman using rates per hour, call-out fees.

ACMEM076

use units of time, conversions between units, fractional, digital and decimal representations

ACMEM077

represent time using 12-hour and 24-hour clocks

ACMEM078

calculate time intervals, such as time between, time ahead, time behind

ACMEM079

interpret timetables, such as bus, train and ferry timetables

ACMEM080

use several timetables and electronic technologies to plan the most time-efficient routes

ACMEM081

interpret complex timetables, such as tide charts, sunrise charts and moon phases

ACMEM082

compare the time taken to travel a specific distance with various modes of transport

ACMEM083

use scales to find distances, such as on maps; for example, road maps, street maps, bushwalking maps, online maps and cadastral maps

ACMEM084

optimise distances through trial-and-error and systematic methods; for example, shortest path, routes to visit all towns, and routes to use all roads.

ACMEM085

identify the appropriate units for different activities, such as walking, running, swimming and flying

ACMEM086

calculate speed, distance or time using the formula speed = distance/time

ACMEM087

calculate the time or costs for a journey from distances estimated from maps

ACMEM088

interpret distance-versus-time graphs

ACMEM089

calculate and interpret average speed; for example, a 4-hour trip covering 250 km.

ACMEM090

review metric units of length, their abbreviations, conversions between them, estimation of lengths, and appropriate choices of units

ACMEM091

calculate perimeters of familiar shapes, including triangles, squares, rectangles, polygons, circles, arc lengths, and composites of these.

ACMEM092

review metric units of area, their abbreviations, and conversions between them

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