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Perimeter, Surface Area, Density, Sectors, and Arx Lengths
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area of a triangle
A=bh/2
area of a trapezoid
A=((b₁+b₂)/2)h
area of an isosceles trapezoid
A=((b₁+b₂)/2)h
area of a parallelogram
A=bh
area of a rectangle
A=bh
area of a rhombus
A=bh
area of a square
A=bh
area of a circle
A = π r²
What “B” represent?
base area
volume of a general prism
V=Bh
volume of a triangular prism
V=((bh₁)/2)h₂
volume of a rectangular prism
V=lwh
volume of a cylinder
V=(πr2)h
volume of a general pyramid
V=(1/3)Bh
volume of a triangular pyramid
V=(1/3)((bh1)/2)h2
volume of a rectangular pyramid
V=(1/3)(bh1)h2
volume of a cone
V=(1/3)(πr2)h
volume of a sphere
V=(4/3)πr3
circumference of a circle
C=2πr
What do you add to find the surface area of a general prism?
the area of each face
surface area of a cylinder
SA=2πrh+2πr2
What do you add to find the surface area of a general pyramid?
the area of each face
what does “l” represent, specifically in a cone?
slant height
surface area of a cone
SA=πr2+πrl
surface area of a sphere
SA=4πr2
What is the definition of population density?
the number of people divided by the geographic area
Using the units km2 for area, what is the formula for population density?
D=people/km2
What is the definition of mass density?
the mass of an object divided by its volume
What is the formula of mass density (with abbreviations)?
D=m/v
What is a sector?
a portion of a circle that is enclosed by two radii and an arc
What is sector area?
a portion of a circle’s entire area
sector area formula (just expression part)
(central angle/360)πr2
What is sector arc length?
a portion of circle’s entire perimeter
sector arc length formula (just expression part)
(central angle/360)2πr
What is lateral surface area?
surface area of a prism, pyramid, cylinder or cone without the top or bottom basses
lateral surface area of a prism
LSA = total surface area - the area of both bases
lateral surface area of a pyramid
LSA=2πrh
lateral surface area of a cylinder
LSA=2πrh
lateral surface area of a cone
LSA=πrl