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Gravity
Terms in this set (61)
Area of a circular sector
A = 1/2O-R^2
A = area
O- = central angle of sector in radians
Effect vs affect
Affect: Verb, to produce change in something
Effect=usually a noun meaning result, an outcom
Moreover
as a further matter; besides.
Who/whom
Who is the subject of a sentence, can be replaced with "he" Whom is the object of a sentence, can be replaced with "him"
Horizontal
Slope = 0
Vertical
Slope = undefined
Sum of Supplementary in radians
Pie
Formula for the length of a circular arc
S = rO
S = arc length
R = radius
0 = central angle formed by the arc in radians
90° in radians
Pie / 2
parabola in vertex form
A(x)=−1/4(x−25)^2 + 625
describes a parabola in vertex form. The vertex of the parabola is the point (25,625) since there is a negative sign in front of the squared term, the parabola is facing downward. Therefore, the vertex describes a maximum.
Quadratic equation in vertex form
A(X- h)^2 + K
A positive: minium
A negative: maximum
( A > 0 opens up; A < 0 opens down)
Vertex: (H, K)
Axis of symmetry: X= H
("Symmetric with respect to the line X= -2)
Parabola in vertex form
P(s) = -(s - a)^2 + b
Negative sign in front of square term, facing downward. Describes maximum
Horizontal asyptote
Y = AB^X + K
Horizontal asymptote = K
Increasing
A > 0
0 < b < 1
Decreasing
A > 0
B > 1
45 45 90
30 60 90
Rectangle
A = bh
Square
A= s^2
Parallelogram
A= bh
Trapezoid
A= 1/2h(b1 +b2) or Mh
Kite
A= 1/2D1D2
Equilateral triangle
A = s^2/4 (square root)3
Regular polygon
A= 1/2ap
Circle
A= (pie)r^2
Sector of a circle
A= (mARC/360) (pie)r^2
Hero's
A= (square root) s(s-a)(s-b)(s-c)
S =
A + B + C /2
Triangle
(1/2)bh
Prefect square roots
1 1 * 1
4 2 * 2
9 3 * 3
16 4 * 4
25 5 * 5
36 6 * 6
49 7 * 7
64 8 * 8
81 9 * 9
100 10 * 10
121 11 * 11
144 12 * 12
169 13 * 13
196 14 * 14
225 15 * 15
256 16 * 16
289 17 * 17
324 18 * 18
361 19 * 19
400 20 * 20
Which numbers has to be the same to add/subtract
Inside
Which number has to be th same to multiple or divid
Nether
When an altitude is drawn to the hypotenuse of a triangle
Similar triangles are formed
A2 + B2 =
C2
If A2 + B2 = C2
Right <
If A2 + B2 > C2
Acute
If A2 + B2 < C2
Obtuse
Distance formula
Common families or right triangles
3,4,5
5,12,13
7,24,25
8,15,17
30,30,60
45,45,90
Sine
Opposite leg / hypotenuse
Cosine
Adjacent leg / hypotenuse
Tan
Opposite leg / adjacent leg
(Altitude)2
(piece of hypot.)(other piece of hypot.)
(Leg)2
(closest piece of hypot.)(entire hypot.)
B2 =
cx
Independent clauses
Separate two independent clauses with a coordinate conjunction and FANBOY
Introductory phrase
Set off with comma
Noresrestive clause
Words not essential to the sentence, set off with commas
Semicolons
Used to join closely related independent clauses
Coordinate adjectives
Two or more words that describes the same noun in different ways, separated with commas
Explanatory phrase
Nonrestrictive phrase
Single-thought adjective
Two or more word that make one idea to describe a noun, joined with hyphen
Quotes
Shorter works
Underline/Italicize
Longer works
Appositive
Renames the noun before it, set off with commas
Address
City, state,
Capitalize and not regions
Capitalize when talking about like the South, Not heading south
Restrictive clause
Groups of words essential to the completion of meaning of sentence; NOT set off with commas.
Use colon
Set off a list
;