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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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29/04/2023
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DIAMETER RADIUS RADIUS ISOCELES A- CIRCLE THEOREMS H HGG A Opposite angies in a cucric quad- rilateral add up to 180 Length of two Chord bisector = to a diameter fangents 110 Eb Y A a+b=a point ar equal angies in same segment TANGENT are equal GEOMETRY Aa+b+c=180² a+b+c=180° atb to td atbre OR CHORD b=b NNU 151 LaFa SOH CAH TOA H A SIN= OPP HYP COS = ADJ HYP tan= OPP ADJ M a+b = 180° ANGLED TRIANGLES ONLY RIGHT- SINE COSINE any other A C to O ol SINE RULE: Ć Slin C FORMULAS CUMULATIVE FREQ GRAPHS MEDIAN find halfway up then read off bottom axis. QUARTILES = 1/4 and 3/4 wasy then read off up. bottom axis INTERQUATILE RANGE = distance between 1/4 and 3/4 quatiles on bottom scale SIDA Sin B COSINE RULE a²=b² +0²-2bc x COSA COSA= b²+ c²-a² 2bc PIE CHARTS -add total of items -find multiplier to get to 360 - multiply every number by 4 to get angle PROBABILITY ● QUADRATIC FORMULA X = - b ± √b² - 4ac 20 ↳ for ax² +0x + c Area of a 4 1/₂ absint P(A and B) = P(A) x P(B) P(A or B) =P (A) + P(B) P (AT LEAST) = ner) 。 1-p (the other outcome Circle = r² Sector = Ⓒ 360 POLYGONS ext. anglès = 360° 0 Sum of ext angle = 360° X Range = how far from smallest to biggest BEARINGS from northline clockwise N Q Sun of int angle = (n-2) x180° DATA - mode = mos+ common • median = middle AREAS Rectangle = L x W Triangle = 1/2xbxh parallelogram = bxh Trapezium = 1½/2 (a+b)xh area of Cricke VOLUME Ced cuboid = LXWXH 5G isosceles a=d prism: area of XH Cross section P Flom P to PYTHAGORAS L a h²=a² + b² base pyramid=1/3x area th cone = 1/3 7₁²xh Sphere: 4/3 Ar³ SHIFTS STRETCHES ON GRAPHS 6 y = Kf(x) > Squeeze 21 Squash · y = poc to moves a along + y...
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= fractia) moves -a y = f(kx) on x ovis TYPES OF GRAPHS y 9 ly F - multiplier scrunches - divider spreads out x y = x ² 19 BIOMAS a 9 y 2 them atb average of * distance between parallel sides ↳₂ A = 1/₂ (a + b) h POWERS с ха хось - ха axb (x²) ⁰ - x0x6 x²-x²⁰=x²-6 b sin cas y y=x²y= ²₂c² y=- #²² y=k²³²² tan 191 Nth term (common) nth term= dns+ (a-a) a = 1st term d = common difference brackels, indlicies, division, multiplication, addition, substraction TRAPEZIOM RULE L <-90 2 y % CHANGE % PROFIT wheR C is change between the next. one difference and x 4=k y With reim (changing d nth = a + (n-1) α + = (n-1)(n-2) C की 91 -1 LOCI SE SIMPLE INTREST no existing amount N= N₂ + No (100 x n )n-origina amun FORMULAS TRIG VALUES 30⁰ 45⁰ 60⁰ 10 JL + J³/2 1/7² 1/20 JE 2 COS U Locus Change original Profit original REPEATED % CHANGE 40 150 1,90 760 ↳ compound intrest N= No (1+" /100)^_R= rate Ne no al SURDS √ax√ b = √axb q b Sine - • Ja= b hot Ja + √b² possible (a + √b²)² = (a + √b X( a + b ) Ga² + 2a√b² +b MIDPOINT OF LINE h -average of OC co-ordinate). - average of y co-ordinates. FORMULA OF STRAIGHT LINE Fixed distance froma point x 100 YF mod Fu gradient GRADIENT OF A LINE gradient = change in y change in x VOLUME OF FRUSTRUMS * 100 BA equal distance Cargie bisector lines flum 2 day lyis ∙y intercept. Volume= H ( 3 RXR³XH) - (+4x²²4) FLOCKS ( . ↑ Fixed clistance from puin. equalaste