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Megan Hugo Englisch 25 Karten

Karten in diesem Stapel (25)

  1. 1Math's P2Analytical Geometry
  2. 2Gradient Formula: y2-y1 x2-x1Gradient of Parallel Line:
    M1=M2
  3. 3Gradient of Perpendicular lines: M1 . M2 = -1Distance formula:
    d= (x-x) +(y-y)
  4. 4Angle of inclination: Tan = MCircle with a Centre at the Origin:
    x + y = r
  5. 5Circle with Centre (a ; b) : (x-a) +(y-b) = rTrigonometry
  6. 6Sin x = Opposite HypotenuseCos x =
    Adjacent
    Hypotenuse
  7. 7Tan x : Opposite AdjacentTan x =
    Sin x
    Cos x
  8. 8Sin x = Cos(90-x)Cos x =
    Sin(90-x)
  9. 9( - x) : Sin(-X) = -Sin(x) Cos(-X) = Cos(x) Tan(-x) = -Tan (x)(x -360) =
    Sin(x-360) = Sin(x)
    Cos(x-360) = Cos(x)
    Tan(x-360) = Tan(x)
  10. 10(-180-x) : Sin(-180-x) = Sin(x) Cos(-180-x) = -Cos(x) Tan(-180-x) = -Tan(x)(x-180) :
    Sin(x-180) = -Sin(x)
    Cos(x-180) = -Cos(x)
    Tan (x-180) = Tan(x)
  11. 11Square Identities : Sin (x) + Cos (x) = 1 1 - Sin (x) = Cos (x) 1 - Cos (x) = Sin (x)Compound Angle :
    Sin(a+b) = Sin(a)Cos(b) + Cos(a)Sin(b)
    Cos(a+b) = Cos(a)Cos(b) - Sin(a)Sin(b)
  12. 12Double Angle : Sin2(a) = 2Sin(a)Cos(a) Cos2(a) = Cos (a) - Sin (a) = 2Cos (a) -1 = 1- 2Sin (a)Sin Rule:
    Sin(A) = Sin(B) = Sin(C)
    a b c
  13. 13The Cosine Rule : a = b + c -2bcCos(A)The Area Rule :
    Area = 1/2 a.bSin(A)
  14. 14Trig Graph : y = a Sin b(x+c) + d a = amplitude b = period c = shift left or right d = shift up of downAmplitude :
    Max - Min
    2
  15. 15Period : 360 or 180 b bProportionality :
  16. 16In triangle ACD : AB = AE CD ED Then BE // CDCircle Geometry :
  17. 17Theorem 1 : The line segment that is the center of the circle with the center of the chord connected is perpendicular to the chord.Theorem 2 :
    The center angle on a circle is 2x the angle at the circumference subtended by the same chord.
  18. 18Theorem 3 : The circumference angle subtended by the center line is = 90Theorem 4 :
    The perimeter angles in the same circle segment are equal.
  19. 19Theorem 5 : The opposite angles of a cyclic quadrilateral are supplementary.Theorem 6 :
    The outside angle of a cyclic quadrilateral is equal to the opposite interior angle.
  20. 20Theorem 7 : A tangent to a circle is perpendicular to the radiusTheorem 8 :
    If two tangents from the same point outside the circle are drawn to the circle, the tangents are equal.
  21. 21Theorem 9 : The angle between the tangents to a circle and the chord extending from the point of contact is equal to the angle in the opposite circle segment.Statistics
  22. 22Mean : The sum of the set of data divided by the number of data items.Median :
    The middle data item when data is arranged in order.
  23. 23Mode : The most common data item.Quartiles :
    Divides the set of data into 4 equal parts. Containing 25% each part.
  24. 24IQR : The difference between the upper and lower quartile.Positively skewed :
    Median is closer to Q1
  25. 25Negatively Skewed : Median is closer to Q3

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Beschreibung
Karteikarten am Ohne Titel, erstellt von Megan Hugo am 06/09/2023.
Erstellt von
Megan Hugo · Sep 2023
Aktualisiert
6 Sep 2023
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1
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