Hi folks,
I'm going to write a few posts with some last minute reminders for English Literature Paper 2.
First up... An Inspector Calls.
I put together quite a few revision resources in this post from last year.
I'm not going to repeat everything from last year's post. Instead, I'll give you a few reminders about specific questions and essay plans.
Structuring your response:
Remember, the nice thing about Section A of Paper 2 is that you get to choose a question. For example:
P.P.S. I'M KIDDING!
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I'm going to write a few posts with some last minute reminders for English Literature Paper 2.
First up... An Inspector Calls.
I put together quite a few revision resources in this post from last year.
I'm not going to repeat everything from last year's post. Instead, I'll give you a few reminders about specific questions and essay plans.
Structuring your response:
Remember, the nice thing about Section A of Paper 2 is that you get to choose a question. For example:
First up,
whether you've got a character question or a theme-based one, you need to put
together a quick plan. Investing 5 minutes on planning will give your answer a
sense of direction and will help you ensure that you include key points from
throughout the play, hopefully leading up to a conceptualised response which
considers the character/theme's development and destination.
Here's my
basic format for your plan:
1.
Initial
impressions - i.e. how
is the character introduced? Initial stage directions? Early contributions to
the dialogue? What are the characters' values/attitudes/characteristics? If
it's a theme-based question, how is the theme introduced and set-up early on?
2.
Development
- i.e. how does the writer develop the character and reveal the
complexities/contradictions/changes compared to our initial impressions? If
it's a theme, how does Priestley explore the issue as the play goes on?
3.
Destination - i.e. how has the character changed by the end of
the play? What role does the character end up fulfilling? What does the
character come to represent? If a theme, how does the ending of the play leave
the audience feeling about the idea in the question?
Here's what
a basic plan on Mr Birling might look like:
1.
Initial
impressions: Stg. dir:
'rather provincial'. Self-obsessed and 'hard-headed businessman': speeches.
Dramatic irony to undermine. Capitalist - and critical of socialist attitudes:
'lower costs'.
2.
Development:
defensive and attempts to
intimidate Insp (mentions Colonel Rob). Euphemisms to evade
responsibility/guilt. Dismissive attitude. Glad that others are involved.
Doesn't accept responsibility ('bees in a hive').
3.
Destination:
Apparent regret, but still only
thinks in financial terms ('I'd give thousands'). Laughs at the 'famous younger
generation'. Circular structure mirrors his return to complacency. Birling =
capitalism. Static character intended to personify all the faults and
complacency of Edwardian England. Characterisation is not subtle - buffoonish
from the very start.
It
would be a good idea for you to practice doing this for the key characters,
especially Gerald and Sheila. Think about what your essential quotes would be
for these characters too, especially quotes which allow you to discuss Priestley's methods. E.g:
Sheila -
essential quotes:
1.
stage dir:
'rather pleased with life', 'half serious, half playful', 'mock
aggressiveness', 'possessively'.
2.
Childlike:
'mummy/daddy'.
3.
'Nasty
temper': 'Don't be an ass, Eric'. 'You don't know all about port' - hints at
the real Sheila
4.
'What was
she like? Was she pretty?' Genuinely interested. Relates to Eva, but still
shallow.
5.
'Impertinent
is such a silly word' - irony: she used it in Act One.
6.
Sarcasm: 'We
didn't think you meant Buckingham Palace'.
7.
Perceptiveness
and metaphorical language: rope/wall
8.
Mature:
'Don't mind mother.'
9.
Moralises: ‘You began to learn something. And now
you've stopped. You're ready to go on in the same old way’.
Somewhere,
I've written a Sheila essay and I'll send it by tomorrow. Alternatively, you
can read The Traditional Teacher's here. He
has sample answers on several characters and themes on his resources page, here.
The
next post will be on Love and Relationships. But before I sign off, here are
all of the other past questions on An Inspector Calls. You'll know
you're ready when you can look at any of these and confidently knock together a
five minute plan.
Mr
M
P.S.
After another exam board had a question on the 'Porter scene' from Macbeth, a
lot of teachers are predicting a question on the significance of Edna, or
perhaps Alderman Meggarty and Charlie Brunswick, so you'd better revise them
too.
P.P.S. I'M KIDDING!
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