Interpret networks and network diagrams used to represent relationships in practical situations and describe connectedness

Content descriptor

Interpret networks and network diagrams used to represent relationships in practical situations and describe connectedness.

Code

AC9M10SP02

Year level

Year 10

Subject

Mathematics

Strand

Space

Resources you can generate for AC9M10SP02

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Learning intention

We are learning to interpret networks and network diagrams used to represent relationships in practical situations and describe connectedness.

Cloze sentence

Interpret networks and network diagrams used to represent relationships in practical situations and describe  .

Related Year 10 Mathematics descriptors

• AC9M10A01Expand, factorise and simplify expressions and solve equations algebraically, applying exponent laws involving products, quotients and powers of variables, and the distributive property
• AC9M10A02Solve linear inequalities and simultaneous linear equations in 2 variables; interpret solutions graphically and communicate solutions in terms of the situation
• AC9M10A03Recognise the connection between algebraic and graphical representations of exponential relations and solve related exponential equations, using digital tools where appropriate
• AC9M10A04Use mathematical modelling to solve applied problems involving growth and decay, including financial contexts; formulate problems, choosing to apply linear, quadratic or exponential models; interpret solutions in terms of the situation; evaluate and modify models as necessary and report assumptions, methods and findings
• AC9M10A05Experiment with functions and relations using digital tools, making and testing conjectures and generalising emerging patterns
• AC9M10M01Solve problems involving the surface area and volume of composite objects using appropriate units
• AC9M10M02Interpret and use logarithmic scales  in applied contexts involving small and large quantities and change
• AC9M10M03Solve practical problems applying Pythagoras’ theorem and trigonometry of right-angled triangles, including problems involving direction and angles of elevation and depression

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