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Area of a triangle
A=1/2bXh
AREA OF RECTANGLE
A=wXh
AREA OF TRAPEZOID
A=1/2(a+b)Xh(VERTICAL HEIGHT)
ELIPSE
A=PIE(ab)
AREA OF SQUARE
A=a^2 a=LENGTH OF SIDE
AREA OF PARRALELOGRAM
A=bXh
AREA OF CIRCLE
A=PIEr^2
AREA OF SECTOR
A=1/2r^2x(ANGLE OF RADIANS)
integers
allnnumbers with no fractional or decimal parts
IF NUMERATORS ARE THE SAME
FRACTION WITH SMALLER DEN WILL HAVE LARGER VALUE
IF DENOMINATORS ARE SAME
FRACTION WITH LARGER NUMERATOR WILL HAVE LARGER VALUE
ODD+ODD
EVEN
EVEN +EVEN
EVEN
ODD+EVEN
ODD
ODDXODD
ODD
EVEN X EVEN
EVEN
ODD X EVEN
EVEN
NUMBER DIV BY 2
LAST DIGIT IS DIVISIBLE BY 2
NUMBER IS DIVISIBLE BY 3 IF
SUM OF DIGITS IS DIVISIBLE BY 3
NUMBER IS DIV BY 4 IF
LAST 2 DIGITS ARE DIVISIBLE BY 4
EX 1748 IS BECAUSE 48 IS
NUMBERS IS DIV BY 5 IF
LAST DIGIT IS 0 OR 5
NUMBER IS DIV BY 6 IF
IT IS DIVISIBLE BY 2 AND 3 BOTH
NUMBER IS DIV BY 9 IF
IF SUM OF ITS DIGITS IS DIVISIBLE BY 9
NUMBER IS DIV BY 10 IF
LAST DIGIT IS 0
NUMBER IS DIV BY 12 IF
IT IS DIVISBLE BY 3 AND 4
SUM OF VALUES
SUM OF VALUES = AVERAGE VALUExNUMBER OF VALUES
AVERAGE A PER B
AVERAGE A PER B= TOTAL A/TOTAL B
MULT 2 TERMS W SAME BASE
X^3*X^3
ADD EXPONENTS
X^6
TO DIVIDE 2 TERMS W SAME BASE
4^4/4^2
KEEP THE BASE AND SUBTRACT THE EXPONENT FROM DEN FROM EXP OF NUMERATOR
4^2
TO RAISE A POWER TO ANOTHER POWER
(3^2)^4
MULTIPLY THE EXP
3^8
ANY NON ZERO NUMBER RAISED TO POWER OF ZERO
1
NEGATIVE EXPONENT
2^-3
INDICATES A RECIPROCAL TAKE RECIPROCAL OF BASE AND CHANGE SIGN OF EXPONENT
1/2^3
Simple Interest
I=PRT
time is in years and rate is in decimal form
Simple Interest Amounts
A=P(1+rt)
Compound Interest
A=P(1+r/c)^tc
c= #of times compounded annually
r=decimal
t=time in years
Distance equation
D=RT
R=D/T
T=D/R
Quadratic formula
ax^2+bx+c=0
a,b,c are real numbers
a doesn't equal 0
x=-b+ or - Square root of B squared-4ac /2a
rules of inequalities
if inequalities is multiplied or divided by a neg # the direction of the inequality is reversed.
change in slope of line
change in y/change in x
parrallel lines s perpendicular lines
same slope vs neg reciprocals
domain vs range
x values vs yor f(x) values
f(x)+c
increase c units
f(x)-c
decrease c units
f(x+c)
left c units
f(x-c)
right c units
iscoceles triangle
has 2 sides of equal length. sides are legs and third side is base. Angles opposite the legs have same measure
equilateral triangles
3 sides of equal length and 60degree angles.
similar triangles
same shape and corresponding angles have same measure ex
: any 30-60-90 triangles are similar.
ratio of areas of 2 similar triangles is square of ratio of corresponding lengths.
congruent triangles
corresponding angles have same measure and sides have same length
special right triangles
3:4:5
5:12:13
1:1:square root of 2/(45-45-90)hyp=sq rt of 2, legs r 1
1:square root of 3:2 is (30-60-90)-hyp=2 opposite 30=1 andsq rt of 3 opposite 60 degree
COMBINATION FORMULA
C=n/K(n-k)
n=TOTAL # OF ITEMS
k=# TO BE CHOSEN
INTERIOR ANGLES OF POLYGONS
=180(n-2)
n=#OF SIDES
WORK FORMULA
1/a+1/b=1/t
CIRCUMFRENCE OF CIRCLE
=2PIEr
ARC LENGTH
=n/360*CIRCUMFERENCE
AREA OF SECTOR
=n/360*AREA OF CIRCLE
VOLUME OF RECTANGLULAR SOLID
vs surface area
v=area of base*height=length*width*height
surface area=sum of arease of faces=2lw+2lh+2wh
volume of cube (all equal sides)vs
surface area
e^3 or lwh
6e^2
volume of cylinder
pie*r^2*h
surface area of cylinder
2(pie*r^2)+2*pie*r*h
Sum of avg of numbers
sum of numbers/n=avg of numbers
Author
Crista2005
ID
99878
Card Set
GRE math
Description
GRE MATH
Updated
2011-09-30T16:59:11Z
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