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One solution
One point different slopes
No solution
Same slope no intersection
Density
mass/volume
Percentage change
Difference/intial x 100
Area of a square and a rectangle
Square: s², Rectangle: w x h
Area of a parallelogram and triangle
Paralleloram: b x h, triangle: b x h/2
Circle area and circumference
Area/circumference: pi x r²
Volume of a cube
V³
Volume of a rectangular solid
l x w x h
Volume of a cylinder
Pi x radius ² x height
Similar triangles
AAA
SAS- proportional
SSS- proportional
Congruent triangles
SSS- equal
ASA- sides between the angles are equal
AAS
Polygons: sum of angles and measure of each angle
All: (n-2)180 Each one (n-2)180/n
Surface area of a rectangular solid
2(lw+lh+wh)
Surface area of a cube
6s²
Surface area of a right sircular cylinder
2 pi r² + 2 pi rh
Surface area of a sphere
4pir²
Volume of a cube
s³
Volume of a rectangular solid
lwh
Volume of a right circular cylinder
ar²h
Volume of a sphere
4pir³/3
Point slope
y-y1=m(x-x1), know the slope and one point
Discriminant and its rules
b²-4ac
More than 0= two
Less than 0= none
Equal to 0=one
Quadratic formula
-b-+ square root of b²-4ac/2a
Quadratic sum of solutions
-b/a
Quadratic product of solutions
c/a
Slope on standard form of a line
-a/b
Vertex formula
t=-B/2a
Vertex form
a(x-h)²+k
Circle formula
(x-h)²+(y-k)²=r²
Distance formula
Square root of (x1-x2)²+(y1-y2)²
Circle
Central angle/360=arc length/circumference=sector/circle area
Shifting
Right- k-x
Left k+h
Up-k+y
down- k-y