Agrarian Revolution
Inventions
Definitions
Sources
RANDOM STUFF
100

When was the agrarian revolution?

1700s

100

1709


When was Darby's coke smelting invented?

100

What is the process of urbanisation

The movement of people from rural areas to urban areas to live.

100

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

Child labour during the Industrial Revolution

100

What is Miss Poeppmann's favourite food?

Sushi

200

A time where there were advancements in agricultural methods.

What was the Agrarian Revolution?

200

What did Hargreaves' Spinning Jenny do?

Spun 8 strands of yarn at once.

200

Work was contracted out to sub-contractors who completed the work from home and were paid by the piece.

What is the putting-out-system?
200

What group of people does this image show?

Luddites

200

Name the class structures that formed during the industrial revolution (4)


Upper class, upper-middle class, lower-middle class, working class

300

Name one invention that impacted the Agrarian Revolution?

Threshing machine

300

How did Arkwright's Water Frame affect the Industrial Revolution?

Allowed clothing to be made faster and put some women out of work because the machine could do the work for them

300

What happened during the Swing Riots and what machine was targeted?


Farmers that protested the introduction of machinery in agriculture because it replaced them and took away their jobs. 

The Threshing Machine.

300

What is happening in this picture and what industrial revolution event does it represent?

Wealthy middle class women campaigning for equal pay for equal work.

300

If you were an upper-middle class citizen would you support education for all classes? Why or why not?

No. You would not approve of working class citizens receiving an education because they may question their potential in society and you believe this would disrupt social order and your privileged standing in society.  

400

What were the Enclosure Acts?

The government reclaimed land from farmers and divided it up into plots for controlled farming.
400

When was the First Factory Act?

1802

400

What is the difference between Luddites and Swing Rioters?

The Swing Rioters protested the advancements in agriculture where as the Luddites protested the factories that replaced their jobs.

400

After setting up schools for all children in 1807, Davis Giddy informed the parliament that:

However inaccurate in theory the project might be of giving education to the labouring classes of the poor, it would, in effect, be found to be harmful to their morals and happiness; it would teach them to despise their lot in life, instead of making them good servants in agriculture and other laborious employments to which their rank in society had destined them...

What does he think of education being accessible to all?

He does not approve. He believes that educating the lower classes will make them unsatisfied with their life and society will lose good, serving citizens.

400

What were the benefits of the Industrial Revolution? Name at least 3.

Advancements in technology, science, health, education and our overall understanding of the world

Trade unions- fair pay and working conditions

Developments in social structures

500

How did the people living in rural areas feel about the Enclosure Acts and why?

They lost their income and were forced to move into cities were work. 

500

How did the Upper Middle Class feel about the new inventions?

The machines were efficient. They increased production and decreased costs. Less workers= less money spent on wages.
500

What Machine is this?<img data-fr-image-pasted="true" 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

Steam engine

500

Look at the source below. What does it tell us about the life of farmers during the agricultural revolution?

Farmers were poor and had little purpose now that their jobs had been replaced by machinery. They had little money to feed their families evident in unhappy, begging children. The devil on the wall shows that his circumstances are driving him to do 'evil' things such as possibly joining the Swing Riots.
500

Who were affected by the Factory Acts?

Parents, workers, the mill-owners, children