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Listed under:  Arts  >  Drama (Arts)  >  Performance space  >  Stages (Theatre)
Video

Anthony Hordern's advertising campaign, 1920 - asset 1

This is an excerpt from a black-and-white silent film advertisement for the huge Sydney department store and household goods manufacturer, Anthony Hordern and Sons. The clip shows children watching a stage performance in which, against a backdrop of painted eucalypts, a man in a dinner suit is probably presenting a song ...

Interactive resource

Spinners: basic builder

Use a tool to build coloured spinners (dials with pointers). Choose up to six equal-sized sectors. Choose up to four colours for the parts of each spinner. For example, make a three-part spinner with two blue sectors and one yellow sector. Test each spinner over a number of spins. See which colour the pointer lands on each ...

Interactive resource

Spinners: advanced builder

Use a tool to build coloured spinners (dials with pointers). Choose up to six equal-sized sectors. Choose up to four colours for the parts of each spinner. For example, make a five-part spinner with two blue sectors, two yellow sectors and one green sector. Test the spinner over a number of spins. See which colour the pointer ...

Interactive resource

Spinners: match up

Predict the results of testing coloured spinners (dials with pointers). Choose two spinners that are likely to generate similar results. For example, choose a four-part spinner with two blue sectors and two yellow sectors. Match it with an equivalent spinner divided into blue and yellow halves. Test the pair of spinners ...

Interactive resource

Selling: soft drinks

Boost the sales of a soft drink company. Survey people aged under 16. Choose ingredients for a new soft drink to fit in with survey results. Get feedback from a taste test. Design labelling for a new soft drink can to fit in with market research results. Make a promotional sign that will appeal to the target audience. Check ...

Interactive resource

Selling: chocolate

Boost the sales of a chocolate company. Survey people aged under 16. Choose ingredients for a new chocolate bar to fit in with the survey results. Get feedback from a taste test. Design labelling for a new chocolate wrapper to fit in with market research results. Make a promotional sign that will appeal to the target audience. ...

Interactive resource

Selling: biscuits

Boost the sales of a biscuit company. Survey people aged between 16 and 24. Choose ingredients for a new biscuit to fit in with survey results. Get feedback from a taste test. Answer questions about packaging by referring to graphics. Design labelling for a packet of biscuits to fit in with market research results. Make ...

Interactive resource

Exploring graphs

Examine two graphs and compare the data represented. Identify whether both graphs represent the same data. Notice variations in formatting of the graphs such as the scales on the axes and rotation of sectors in pie charts.

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Exploring probability

Look at the probability of a snowboarder choosing any one of six ski runs down a mountain. Compare expected probabilities with experimental results. Examine outcomes illustrated in graphs and probabilities expressed as fractions and percentages. Notice there is likely to be a greater variation between expected and actual ...

Interactive resource

Differential calculus: linear graphs

Observe the linear distance–time graph of a rocket travelling at a constant velocity. Calculate the average and instantaneous velocity of the rocket over different time intervals. Notice how as each time interval becomes smaller the rocket's average velocity is equivalent to its instantaneous velocity. Work out how the ...

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Differential calculus: non-linear graphs

Observe the non-linear distance–time graph of a rocket travelling at a changing velocity. Calculate the average and instantaneous velocity of the rocket over different time intervals. Notice how as each time interval becomes smaller, the rocket's average velocity approaches its instantaneous velocity. Use the slider to ...

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Differential calculus: the derivative

Observe the non-linear distance–time graph of a rocket travelling at a changing velocity. The distance, s, travelled by the rocket after t seconds is determined by the formula s(t) = t². Calculate the average velocity of the rocket over time intervals that become progressively shorter. Tabulate the results and look for ...

Interactive resource

Differential calculus: power functions

Observe the non-linear graphs of various power functions (such as f(x) = x², or f(x) = x³) and select the expressions for finding the gradient of the secant between small changes in x represented by Δx. Tabulate the values of f'(x) and plot the derivative of each function. Determine the pattern between the graphs for each ...

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Differential calculus: cubic function

Observe the non-linear distance–time graph of a rocket travelling at a changing velocity. The distance, s, travelled by the rocket after t seconds is determined by the formula s(t) = t³ – 2. Calculate the average velocity of the rocket over time intervals that become progressively shorter. Tabulate the results and look ...

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Differential calculus: quartic function

Observe the non-linear distance–time graph of a rocket travelling at a changing velocity. The distance, s, travelled by the rocket after t seconds is determined by the formula s(t) = t⁴ + t². Calculate the average velocity of the rocket over time intervals that become progressively shorter. Tabulate the results and look ...

Interactive resource

Differential calculus: derivatives graphing tool

Use this revision tool to examine the relationship between functions and their derivatives by observing their graphs. Select a polynomial function (for example, f(x) = x³ – 3x²) from the menu. Estimate the gradients of the given tangents and position them on the graph of the function. Draw the graph of the derivative function. ...

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Differential calculus: linear and non-linear graphs

Observe the linear and non-linear distance–time graphs of a rocket travelling at both constant and changing velocities. Calculate the average and instantaneous velocities of the rocket over different time intervals. Notice what happens to the average and instantaneous velocities as the time intervals become smaller. Work ...

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Differential calculus: derivatives and power functions

Observe the non-linear distance-time graph of a rocket travelling at a changing velocity. Calculate the average velocity of the rocket over time intervals that become progressively shorter. Tabulate the results and derive a formula for finding the instantaneous velocity at a given point. In the second activity, observe ...

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Differential calculus: cubic and quartic functions

Observe the non-linear time graph of a rocket travelling at a changing velocity. The distance, s, travelled by the rocket after t seconds is determined by the formulas: s(t) = t³ – 2 and s(t) = t⁴ + t². Calculate the average velocity of the rocket over time intervals that become progressively shorter. Tabulate the results ...

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Sea rescue: plotting the course

Help a rescue crew to reach a sinking boat. Make a chart to guide the crew. Check the meaning of symbols, place them on a map and complete a key. Mark danger spots such as an oyster bed and submerged rock. Use the map to steer a safe course.