Study sets matching "chapter 12 geometry formulas"

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Study sets matching "chapter 12 geometry formulas"

21 terms
Chapter 12 Geometry Formulas
cube volume
cube surface area
volume rectangular prism
surface area rectangular prism
s^3
6s^2
lwh
2lh + 2lw + 2wh
cube volume
s^3
cube surface area
6s^2
Chapter 12 Geometry Formulas
Perimeter of a regular polygon
Area of a triangle
Area of a rectangle
Area of a trapezoid
p=ns
A=1/2 bh
A= lw
A= mh
Perimeter of a regular polygon
p=ns
Area of a triangle
A=1/2 bh
5 terms
Geometry Chapter 12 Formulas
Area of a cylinder
Surface area of a pyramid
Surface area of a cone
Surface area of a sphere
Area of a cylinder
Surface area of a pyramid
Geometry-Chapter 12-Formulas
Theorem 12.1 Euler's Theorem(12-1)
12.2 Surface Area of a Right Prism (2…
Surface Area of a Right Cylinder
Surface Area of a Regular Pyramid(12.3)
F+V=E+2 (f faces v vertices e edges)
S=2B+Ph OR S=aP+Ph (s surface area, B area of the base, P per…
S=2B+Ch OR (2)(pi)(r^2) +(2)(pi)rh (B area of the base, C cir…
S=B+ (1/2)(P)(l) (s surface area,, B area of the base, P peri…
Theorem 12.1 Euler's Theorem(12-1)
F+V=E+2 (f faces v vertices e edges)
12.2 Surface Area of a Right Prism (2…
S=2B+Ph OR S=aP+Ph (s surface area, B area of the base, P per…
30 terms
Geometry Chapter 12 Formulas
Lateral Face of Right Prism
What does big (B) stand for?
How do you find big (B)?
If Lateral Faces are rectangular than.…
faces that are not bases
B = Area of base
Use the regular area formula depending on what polygon
.......Than it is a right prism (oblique prism)
Lateral Face of Right Prism
faces that are not bases
What does big (B) stand for?
B = Area of base
11 terms
GEOMETRY: chapter 12 formulas
Volume of a cube
Surface area of a regular pyramid
Volume of a regular pyramid
Surface area of a right prism
S^3
B + 1/2 PL
1/3 Bh
2B + Ph
Volume of a cube
S^3
Surface area of a regular pyramid
B + 1/2 PL
14 terms
Geometry Chapter 12 Formulas
L=Ph
S=Ph+2B
L=2πrh
S=2πrh+2πr²
lateral area of a prism
surface area of a prism
lateral area of a cylinder
surface area of a cylinder
L=Ph
lateral area of a prism
S=Ph+2B
surface area of a prism
11 terms
Chapter 12 Geometry Formulas
Euler's Formula
Surface area of a right prism
Surface area of a right cylinder
surface area of a regular pyramid
F+V=E+2
SA=2B+Ph
SA=2B+Ch or 2πr^2 +2πrh
SA=B+1/2P L
Euler's Formula
F+V=E+2
Surface area of a right prism
SA=2B+Ph
Geometry Chapter 12 Formulas
perimeter of a regular polygon
area of a triangle
area of a rectangle
area of a trapezoid
ns
perimeter of a regular polygon
ns
area of a triangle
Chapter 12 formulas: geometry
Prisms: 2 bases are always ___ and ____
Prisms: lateral area
Prisms: total area
Prisms: volume
parallel and congruent
sum of rectangular faces
Lateral area + 2 bases
(base area) x height
Prisms: 2 bases are always ___ and ____
parallel and congruent
Prisms: lateral area
sum of rectangular faces
10 terms
Geometry Chapter 12 formulas
SA of a prism
V of a prism
SA of a cylinder
V of a cylinder
2B+Ph
Bh
2B+Ch
pi R squared
SA of a prism
2B+Ph
V of a prism
Bh
19 terms
Geometry - Chapter 12 Formulas
Lateral Area (L) of PRISM
Surface Area (S) of PRISM
Lateral Area (L) of CYLINDER
Surface Area (S) of CYLINDER
L = Ph
S = L + 2B
L = (2πr)h
S = L + 2(πr[squared])
Lateral Area (L) of PRISM
L = Ph
Surface Area (S) of PRISM
S = L + 2B
Geometry Formulas: Chapter 12
Lateral Area Prism
Total Area Prism
Volume Prism
Lateral Area Cylinder
LA= Ph
TA= Ph+2B
V=Bh
LA= 2πrh
Lateral Area Prism
LA= Ph
Total Area Prism
TA= Ph+2B
11 terms
Geometry Chapter 12 Formulas
Area of a Cylinder
Volume of a Cylinder
Volume of a Triangular Prism
Area of a Triangular Prism
2πr² + 2πrh
V=πr²h
(1/2bh)h
(lw) (lh) (wh) (ls)
Area of a Cylinder
2πr² + 2πrh
Volume of a Cylinder
V=πr²h
Chapter 12 Formulas - Geometry
Ph
Ph+2B
2πr×h
(2πr(h))+(2πr²)
Lateral area of a prism
Surface area of a prism
Lateral area of a cylinder
Surface area of a cylinder
Ph
Lateral area of a prism
Ph+2B
Surface area of a prism
Geometry Formulas Chapter 12
Surface Area of a Prism
Surface Area of a Cylinder
Surface Area of a Pyramid
Surface Area of a Cone
2B + ph
2(3.14...)(r^2) + 2(3.14...)(r^2)(h)
B + 1/2pl (l=slant height)
(3.14...)(r^2) + (3.14...)(r)(l)
Surface Area of a Prism
2B + ph
Surface Area of a Cylinder
2(3.14...)(r^2) + 2(3.14...)(r^2)(h)
19 terms
Geometry Chapter 12 Formulas
Prism- Lateral Area
Prism- Total Area
Prism- Volume
Pyramid- Lateral Area
Ph (Perimeter of Base x Height)
LA + 2B (Lateral Area + 2(Area of Base))
Bh (Base Area x Height)
1/2pl (1/2 Perimeter of the Base x Slant Height)
Prism- Lateral Area
Ph (Perimeter of Base x Height)
Prism- Total Area
LA + 2B (Lateral Area + 2(Area of Base))
Chapter 12 Geometry Formulas
Lateral Area of Prisms
Surface Area of Prisms
Surface Area of Cylinders
Lateral Area of Cylinders
Ph
Ph + 2B
2πrh + 2πr^2
2πrh
Lateral Area of Prisms
Ph
Surface Area of Prisms
Ph + 2B
Geometry Chapter 12 Formulas
m<1=1/2(x+y)
m<1=1/2(x-y)
a x b = c x d
(w + x)w = (y + z)y
vertex inside a circle
inscribed angle inside a circle
chord chord product theorem
whole segment x outside = whole segment x outside
m<1=1/2(x+y)
vertex inside a circle
m<1=1/2(x-y)
inscribed angle inside a circle
12 terms
Chapter 12 Honors Geometry Formulas
TSA prism
TSA cylinder (π)
TSA pyramid
TSA cone
pH+2B (B=area of base)
2πr*H+2πr^2
(1/2)pl+B (B=area of base)
πrl+πr^2
TSA prism
pH+2B (B=area of base)
TSA cylinder (π)
2πr*H+2πr^2
15 terms
Geometry Chapter 12 Formulas
L= Ph
S= Ph + 2B
S= 6s^2
L= 2πrh
Lateral Area of Right Prism
Surface Area of Right Prism
Surface Area of a Cube
Lateral Area of Right Cylinder
L= Ph
Lateral Area of Right Prism
S= Ph + 2B
Surface Area of Right Prism
13 terms
Chapter 12 Geometry Formulas
lateral area of a cylinder
total area of a cylinder
lateral area of a cone
total area of a cone
2 x pie x radius x height
2 x pie x radius x height + 2 x pie x radius^2 (squared)
pie x radius x slant height
pie x radius x slant height + pie x radius^2 (squared)
lateral area of a cylinder
2 x pie x radius x height
total area of a cylinder
2 x pie x radius x height + 2 x pie x radius^2 (squared)
10 terms
Geometry Formulas Chapter 12
Lateral of a prism
surface of prism
lateral of cylinder
surface area of cylinder
Ph (P=perimeter of base and h=height of prism)
L+2B (L =lateral area and B = area of base)
2pirh (r=radius and h=height)
2pirh+2pirsquared
Lateral of a prism
Ph (P=perimeter of base and h=height of prism)
surface of prism
L+2B (L =lateral area and B = area of base)
17 terms
Chapter 12 Geometry Formulas
Right Prism Lateral Area
Right Prism Volume
Right Prism Total Area
Right Cylinder Lateral Area
perimeter x height
base area x height
(2 x base area) + lateral area
pi x diameter x height
Right Prism Lateral Area
perimeter x height
Right Prism Volume
base area x height
12 terms
Geometry Chapter 12 Formulas
LA of pyramid
LA of Cone
TA of Cone
V of Cone
1/2 Pl
πrl
πrl + πrr
1/3 πrrh
LA of pyramid
1/2 Pl
LA of Cone
πrl
17 terms
Chapter 12 Geometry Formulas
Lateral Area of a Prism
Surface Area of a Prism
Surface Area of a Cylinder
Lateral Area of a Cylinder
L=Ph
S= L + 2B or S= Ph + 2B
S= L + 2B or S= 2πrh + 2π(r)squared
L= 2πrh
Lateral Area of a Prism
L=Ph
Surface Area of a Prism
S= L + 2B or S= Ph + 2B
10 terms
Geometry - Chapter 12 Formulas
1/2pl
1/3Bh
2πrh
πr^2h
LA of pyramid
V of pyramid
LA of cylinder
V of cylinder
1/2pl
LA of pyramid
1/3Bh
V of pyramid
Geometry Chapter 12 Formulas
Lateral Area-Prism
Total Area-Prism
Volume-Prism
Lateral Area-Pyramid
L.A.=ph
T.A.=L.A.+2B
V=Bh
L.A.=1/2pl
Lateral Area-Prism
L.A.=ph
Total Area-Prism
T.A.=L.A.+2B
6 terms
Geometry Chapter 12 Formulas
Standard equation of a circle
Intersecting angle formed OUTSIDE a ci…
Intersecting angle formed INSIDE a cir…
Case I
(x-h)^2 + (y-k)^2 = r^2
1/2(x-y) ... variables are the intercepted arcs
1/2(x+y) ...variables are the intercepted arcs
ab=cd ... ALL inside
Standard equation of a circle
(x-h)^2 + (y-k)^2 = r^2
Intersecting angle formed OUTSIDE a ci…
1/2(x-y) ... variables are the intercepted arcs
13 terms
Geometry Chapter 12 Formulas
Cube Volume
Prism SA
Prism Volume
Pyramid SA
V=a3
SA=2TOP+PH
V=Base(H)
SA=Area of base=n(1/2bl)
Cube Volume
V=a3
Prism SA
SA=2TOP+PH
Chapter 12 Geometry Formulas
Lateral Area Prism
Total Surface Area Prism
Lateral Area Cylinder
Total Surface Area Cylinder
Ph (perimeter x height)
Ph + 2B (Perimeter x height + 2 Bases)
2πrh (2 x pi x radius x height)
S=2πrh+2πr^2
Lateral Area Prism
Ph (perimeter x height)
Total Surface Area Prism
Ph + 2B (Perimeter x height + 2 Bases)
Chapter 12 geometry formulas
LA+2B or PH+2B
Bh
Ch+2B
Bh
SA for prism
Volume for prism
SA for cylinder
Volume for cylinder
LA+2B or PH+2B
SA for prism
Bh
Volume for prism
Geometry Chapter 12 Formulas
Right prism
Right cylinder
Regular pyramid
Right cone
L.A= ph... V= Bh
L.A.= 2pi radius h... V= pi radius squared h
L.A.= 1/2pl ... V= 1/3 Bh
L.A.= pi rl... V= 1/3 Bh
Right prism
L.A= ph... V= Bh
Right cylinder
L.A.= 2pi radius h... V= pi radius squared h
6 terms
Geometry Chapter 12 Formulas
Volume of Cylinder or Prisms
Volume of Cones or Pyramids
Volume of a Regular Polygonal Pyramid
Surface Area of a Cone
V=Bh
V=1/3Bh
V=1/2aph
SA=(pi)rl=(pi)r^2
Volume of Cylinder or Prisms
V=Bh
Volume of Cones or Pyramids
V=1/3Bh
chapter 12 geometry formulas
Prism
Pyramid
Cone
Cylinder
LA= Ph SA= L + 2b V= Bh
V= Bh/3
LA= pirl SA= l pi2 V= Pir2h/3
SA= 2pirh SA= L + 2B V= Bh
Prism
LA= Ph SA= L + 2b V= Bh
Pyramid
V= Bh/3
Geometry chapter 12 formulas
Cylinder/ prism area
Pyramid area
Cone area
Sphere area
S=2B + PH
S=B + 1/2 PL
S=B + pi rL
S=4(pi) r2
Cylinder/ prism area
S=2B + PH
Pyramid area
S=B + 1/2 PL
10 terms
Geometry Chapter 12 Formulas
Surface Area of Prism
Surface Area of Cylinder
Surface Area of Pyramid
Surface Area of Cone
S = 2B + Ph... LA = Ph
S =2πr²+2πrh ... LA =2πrh
S = B + ½ Pl... LA =½ Pl
S =πr²+πrl... LA =πrl
Surface Area of Prism
S = 2B + Ph... LA = Ph
Surface Area of Cylinder
S =2πr²+2πrh ... LA =2πrh
Geometry - Chapter 12 - Formulas
Prism
surface area for ANY right prism
volume of any prism
Right Rectangular Prisms
-3D solid ... - two congruent, parallel, faces ... -sides are quadr…
SA = 2B + hp
V = Bh
V = lwh ... SA = 2(lw) + 2(lh) + 2(wh)
Prism
-3D solid ... - two congruent, parallel, faces ... -sides are quadr…
surface area for ANY right prism
SA = 2B + hp
12 terms
Chapter 12 Geometry Formulas
LA of Prism
SA of Prism
LA of Pyramid
SA of Pyramid
Ph
LA + 2B
1/2PL
LA + B
LA of Prism
Ph
SA of Prism
LA + 2B
Geometry Formulas Chapter 12
Right Prism Lateral Area
Right Prism Base Area
Right Prism Total Surface Area
Right Prism Volume
L = Ph
B
T = L +2B
V = Bh
Right Prism Lateral Area
L = Ph
Right Prism Base Area
B
12 terms
Geometry Chapter 12 Formulas
Lateral Area of a right prism
Volume of a right prism
Total Area of a Prism
Lateral Area of a Pyramid
L.A.= ph
V=Bh
L.A. + 2B
L.A.= 1/2pl
Lateral Area of a right prism
L.A.= ph
Volume of a right prism
V=Bh
GEOMETRY FORMULAS CHAPTER 12
Prisms
Cylinders
Cones
Prisms
LA- ph
LA- 2 (pie)rh
LA- (pie)rl
TA- LA +2B
Prisms
LA- ph
Cylinders
LA- 2 (pie)rh
10 terms
Geometry chapter 12 formulas
1/2Pl+B
1/3BH
PH+2B
BH
Surface area of pyramid
Volume of pyramid
Surface area of a prism
Volume of a prism
1/2Pl+B
Surface area of pyramid
1/3BH
Volume of pyramid
19 terms
Chapter 12 Geometry Formulas
L=ph
S=Ph+2B
L=2 pi r h
S=2 pi r h + 2 pi R^2
Lateral area of a prism
Surface area of a prism
Lateral area cylinder
SA cylinder
L=ph
Lateral area of a prism
S=Ph+2B
Surface area of a prism
15 terms
Geometry Chapter 12 Formulas
Lateral Area of a Prism
Total Surface Area of a Prism
Volume of a Prism
Lateral Area of a Cylinder
LA = Ph
TA = LA + 2B
v = Bh
LA = 2πrh
Lateral Area of a Prism
LA = Ph
Total Surface Area of a Prism
TA = LA + 2B
17 terms
Geometry Chapter 12 Formulas
L=Ph
S=Ph+2B
L=2pi r h
S=2pi r h+2pi r^2
Lateral Area of a Prism
Surface Area of a Prism
Lateral Area of a Cylinder
Surface Area of a Cylinder
L=Ph
Lateral Area of a Prism
S=Ph+2B
Surface Area of a Prism
14 terms
Geometry Chapter 12 Formulas
Eulers theorem
SA Prism
SA Prism
SA Cylinder
F+V=E+2
2B + Ph
aP+Ph
2B + Ch
Eulers theorem
F+V=E+2
SA Prism
2B + Ph
8 terms
Geometry Chapter 12 Formulas
Lateral area of a right prism
Volume of a right prism
Lateral area of a cylinder
Volume of a cylinder
LA=ph
V=Bh
LA=2(pi)r×h
V=(pi)r^2×h
Lateral area of a right prism
LA=ph
Volume of a right prism
V=Bh
14 terms
Chapter 12 Geometry Formulas
Prism LA
Prism TA
Prism V
Pyramid LA
ph
2B + ph
Bh
1/2*pl
Prism LA
ph
Prism TA
2B + ph
14 terms
Chapter 12 formulas geometry
Prism LA
Prism V
Prism TA
Pyramid LA
ph
Bh
ph+2B
1/2pl
Prism LA
ph
Prism V
Bh
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