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Acknowledgements

Grateful acknowledgement is made to the following sources for permission to use the following photographs in this unit:

Figure 2 Riveter based on the cover of the exhibition catalogue for ‘Clydebuilt: The River, its Ships and its People’, organised by the Clyde Maritime Trust Ltd.;

Figure 3 Glasgow Herald/Caledonian Newspapers Limited;

Figure 4 Mr Happy adaptation: Mr Men and Little Miss™ and © 1995 Mrs Roger Hargreaves; (all) Courtesy: City of Glasgow;

Figu
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1.2 The hard side of Glasgow

Prior to its currently projected image of dynamism, Glasgow was regarded as the place which best illustrated all that was wrong with the modern industrial city: ‘Once called the “second city of the British Empire” because of its size and industrial might, Glasgow had sunk so low that even the locals disdained it’ (Bryson, 1989).

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References

Cohen, S. (2001) States of Denial: Knowing About Atrocities and Suffering, Cambridge, Polity Press.
Ritchin, F. (1989) ‘What is Magnum?’ in Manchester, W (ed.) In Our Time, London, Andre Deutsch.

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3 Making photographs that make demands: stories from the oil industry

There are strong links between the audio files in Activity 2 and the series of photographs in Activity 1. The discus
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2.2 Activity 1: Bob Ballantyne

electrician – Piper survivor – community education worker

Figure 1
© Owen Logan ©
© Owen Logan

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3.1 Introduction

As well as looking at the behaviour of firms and the industries and markets to which they belong, economists also engage in a different style of inquiry, thinking about what economic change means for the lives of the people involved. Once again there is a variety of interpretations and different ideas but this time they concern the desirability of economic change. What benefits does the ‘new economy’ bring and what costs, or negative effects, does it impose on people? In analysing these b
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5.4 ‘The desire to give politico-institutional expression to the first two core concepts

There is a strong case for regarding the third element in the ‘core structure’ of nationalism as the key one. Generally, as we have seen, nationalists want their nation to have a state, or statehood. But political self-determination might have other outlets.

From the comparatively ‘soft’ demands to harder and less compromising ones, the spectrum might consist of some form of:

  • recognition of the cultural distinctiveness of a ‘na
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Ghana: Introduction to Kente weaving
A short history of the tradition of the Kente weavers in the Ashanti region of Ghana. Nana Asante Fremprong, a local businessman and master weaver, describes the method and skills involved in the process and how it's been updated without the loss of traditional values
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6.2 Contesting ideologies

Much social science analysis has been devoted to exploring the variants and consequences of this simple view of ideology, including capitalist ideology, which legitimates the interests of owners of capital against the working class; patriarchal ideology, which legitimates the interests of men against women; and racist ideology, which legitimates the interests of dominant ethnic groups against others – most evidently in the ideology of apartheid in South Africa. However, this simple and func
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5.3 Summary

Common sense is a complex and contested phenomenon. The practice of systematic scepticism is a key aspect of social science, particularly in the analysis of common sense and the consideration of the social construction of social problems. Social constructionism emphasises the importance of social expectations in the analysis of taken-for-granted and apparently natural social processes. It starts by exploring the assumptions associated with the naming or labelling of things. It is sceptical ab
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4.3 Summary

In this section we have tried to sketch some of the main lines of division in social constructions of social issues. The distinction between the natural and the social in constructing the causes that underlie social issues is a profound and recurrent one. A ‘social’ orientation involves the construction of social causes and conditions as the explanations for social issues. However, it is also important to bear in mind that such an orientation will itself be complicated by differences of p
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3.1 Competing explanations of social problems

If we can agree that poverty is a social problem, we are led to another question: what sort of social problem is it? For some, it is a social problem because people should not be poor: it involves social injustice. For others, poverty is a social problem because poor people behave badly (or bring up children poorly): it involves social disorder. We therefore have another parting of the ways, with some believing that social justice requires poor people to become less poor, and others believing
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Introduction

Requires that Windows desktop be used in parallel with reading the book.

Tables and charts are a great way to present numerical information in a clear and concise form. This course explains how to use the Windows calculator to carry out basic operations and calculate percentages. You will then learn how to use charts and tables to represent and interpret information.

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4.9 Making it move

To me, there is a wonderful quality of timelessness about Vermeer's picture of the young woman at her harpsichord. It captures a tranquil moment, frozen for eternity. But of course our visual world is not like that at all. It is dynamic, seething with motion. And schoolchildren have known how to create the illusion of movement since time immemorial. Riffling quickly through a little ‘flick book’ under the desk, with each page showing one step in a moving sequence, as in Author(s): The Open University

4.4 Introducing pixels

Let's try a simple example. I'm going to take an image, divide it into discrete parts and then transform the result into numbers. I shall use the simple picture of a church shown in Figure 12(a). The process will be exactly the same, whatever image we use.

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7.5 Dividing 2's complement integers

Just as multiplication can be turned into repeated additions, so division can be turned into repeated subtractions. And just as shifting a binary integer one place to the left equates to multiplying by two, so shifting a binary integer one place to the right equates to dividing by two.

Activ
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3.1 Introduction

Figure 6
Figure 6 Digital camera displaying image; a memory card is shown alongside

Digital cameras need to represent still pictures digitally,
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2.7 Input and output considerations

So far in Section 2 I have focused on how the data is represented, or encoded, inside the weighing-scales computer. But how does it get into the computer? And how does it get out again in a form that users can recognise? These are big questions, and ones that later parts of the course will be going into in some detail. But I can sketch some answers here.

Weight is the most important input in the kitchen scales. To detect a weight, sensors are placed under the scalepan. They produce an e
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2.4 Representing numbers: negative integers

In Section 2.2 I showed you how integers can be encoded if they are known to be positive, treating the integers in the kitchen scales as if they were known to be positive. However, if the user invokes the ‘add-and-weigh’ function on the scales while there is an object in the scalepan and then removes th
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2.3 Representing numbers: fractions

In the denary system, a decimal point can be used to represent fractions, as in 6.5 or 24.29. One way of encoding fractions uses an exactly analogous method in binary numbers: a ‘binary point’ is inserted.

Some examples of 8-bit binary fractions are:

  • 0.0010110

  • 110.01101

  • 0101110.1

The weightings that are applied to the bits after the binary point are, reading from left to right, 1/2, 1/4, 1
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