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Cell biology
Biological molecules
Organisation
Infection and response
Energy transfers (a2 only)
Homeostasis and response
Responding to change (a2 only)
The control of gene expression (a-level only)
Substance exchange
Bioenergetics
Genetic information & variation
Inheritance, variation and evolution
Genetics & ecosystems (a2 only)
Ecology
Cells
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1c the tudors: england, 1485-1603
1l the quest for political stability: germany, 1871-1991
Inter-war germany
1f industrialisation and the people: britain, c1783-1885
Britain & the wider world: 1745 -1901
2n revolution and dictatorship: russia, 1917-1953
2j america: a nation divided, c1845-1877
The cold war
World war two & the holocaust
World war one
Medieval period: 1066 -1509
The fight for female suffrage
2m wars and welfare: britain in transition, 1906-1957
2d religious conflict and the church in england, c1529-c1570
Britain: 1509 -1745
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31/08/2022
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value term C 20 20 10 convergent sequence $ 2 3 4 5 term number RECURRENCE RELATIONS - WORD Yes, it converges with limit = 3 PROBLEMS 100% +1.5%. = 10151 = 1.015 V 1 Betty takes out a loan of £2000. Interest of 1.5%. is paid back on the 27th of the month on any outstanding balance. She pays back by monthly instalments of £450 on the last day of each month. a) make a recurrence relation for the balance Bn due at the end of each month. Bo= 2000 Bn1.015 B-1 - 450 intrest added pays back o) if she took out the loan on 1st february, in which month will she make her final payment Start: feb = £2000 owed and feb (after payment) = 1.015 ×2000-450 = £ 1580 vitt (after pay end march (a.p.) = 1.013 x 1580 - 4150 = £1153.70 owed (a.p.). ment) end april ( a.p.) = 1.015 x 1153.70-4150 = € 721.005s owed (a.p.), end may (a.p.): 1.015 x 721.0055-450 = £281-82058 25 owed (a.p.). 27th june (before payment) = 1.015 x 281.8205825 = 286.04789. end june = to owed. = 7286.05 3 how much final payment is made in June с how much will she have paid overall? 4 x 450+ 286.05 = £ 2086 05 is lett to pay will be payed For mily safted questions involving exceeding or dropping below jufel effective limits, need to consider before and after' 160%. remains = 0.6 (2) A drug is administered to...
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a patient in a hospital. The initial close of the drug is 120ml. Every hour 50%. Of the drug is metabolised (used up) so doctors administer a 35 ml injection every hour to compensate for add $5 this a) write a recurrence reaction relation of the form: Uni=auntb to describe the volume of drug in the patients dotoodstream just after a top up close Untl = 0.6 un +35 4107. Motubulised injection fotrug level b) write a recurrance relation of forma Unti-avn ph to describe the Volume of The treatment is only effective if the level of drug stays above 58 ml will it stop being effective ? If so, when ? Start: 120ml. before dose 1: 0.6 x 120 = 71 ml after dose (² 72 +32 = 107 ml beture dose : 0.6 x 107 = 64.2ml after dose 2 64.2+35=99.2 ml. before close 3: 0.6 x 99.2 = 59.52 ml after aose 6: 59.52 +35 = 94.52ml before dose 4:0.6 x 94.52 = 56.712 m² MMX #2 U₁ = 120 #3 > close 3 dropped below 58m1 between 3rd and with doser, so stops being effective then.