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GCSE Maths Higher Revision Formulas

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 bis

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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 bis

Register

Sign up to get unlimited access to thousands of study materials. It's free!

Access to all documents

Join milions of students

Improve your grades

By signing up you accept Terms of Service and Privacy Policy

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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Alternative transcript:

= 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