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Study sets matching "geometry 10 equations"

13 terms
Geometry Chapter 10 Equations
area of a parallelogram
area of a square
perimeter of a square
area of a triangle
A= bh
A= s^2
P= 4s
A= 1/2 bh or bh/2
area of a parallelogram
A= bh
area of a square
A= s^2
11 terms
Chapter 10 Geometry Equations
Volume of Cone
Volume of Hemisphere
Formula for a Polyhedron
Area of Triangular Face on a Pyramid
1/3 x r^2 x hpie
4/3 x r^3 / 2pie
f + v = e + 2
1/2 x b x slant height
Volume of Cone
1/3 x r^2 x hpie
Volume of Hemisphere
4/3 x r^3 / 2pie
20 terms
Geometry Chapter 10 Equations
Circumference
Area of circle
Surface Area of a Rectangular Prism
Lateral area of a right prism
C=2pir
pirsquared.
SA=LA of all faces + 2(B)
LA=Ph
Circumference
C=2pir
Area of circle
pirsquared.
Geometry Equations Chapter 10
Area of Rectangle or Parallelogram
Area of Triangle
Area of Rectangular Polygon
Area of Circle
A=bh
A=1/2bh
A=1/2aP
A=nr^2
Area of Rectangle or Parallelogram
A=bh
Area of Triangle
A=1/2bh
8 terms
geometry ch 10 equations
A=½bh
A=lw
A=πr²
A=½d₁d₂
area of a triangle
area of a rectangle/square/parallelogram
area of a circle
area of a rhombus/kite
A=½bh
area of a triangle
A=lw
area of a rectangle/square/parallelogram
10 terms
Geometry Equations Chapter 10
Surface Area Prisms & Cylinders
Lateral Area Prisms & Cylinders
Surface Area Reg. Pyramids & Right Cones
Lateral Area Reg. Pyramids & Right Cones
SA=LA+2B
LA=pH
SA=LA+B
LA=lp1/2
Surface Area Prisms & Cylinders
SA=LA+2B
Lateral Area Prisms & Cylinders
LA=pH
12 terms
Ch.10 Geometry Equations
Volume of Prism and Cylinders
Volume of Circle
Volume of a Square and Rectangle
Volume of a regular polygon
BH
Pie r2
bh
1/2asn
Volume of Prism and Cylinders
BH
Volume of Circle
Pie r2
8 terms
Chapter 10 Geometry Equations
Inscribed Angle
Secant-Secant
Intersecting Chords (angles)
Secant Tangent Intersect at Point of T…
m<=1/2m(arc)
m<=1/2m(bigger arc - smaller arc)
m<=1/2(sum of opposite arcs)
m<=1/2(corresponding angle)
Inscribed Angle
m<=1/2m(arc)
Secant-Secant
m<=1/2m(bigger arc - smaller arc)
14 terms
geometry chapter 10: equations
Polygon: when you know the number of s…
Polygon: when you know the number of s…
Regular polygon: to find a measure of…
regular polygon: to find the measure o…
sum= (n-2) (180)
sum= 360
360/n
angle= 180-360/n or angle= ((n-2)(180)) / n
Polygon: when you know the number of s…
sum= (n-2) (180)
Polygon: when you know the number of s…
sum= 360
67 terms
Geometry, Equations, Equations, Equation, equation, equation
parallelogram
rhombus
rectangle
square
A quadrilateral with two pairs of parallel sides
A quadrilateral with four congruent sides. "Kite"
A parallelogram with 90 degree angles. A square is also a rec…
4 equal sides. 90 degree angles.
parallelogram
A quadrilateral with two pairs of parallel sides
rhombus
A quadrilateral with four congruent sides. "Kite"
15 terms
Math: Geometry (Equations) Chapter 10
Area of a Rectangle
Area of a Parallelogram
Area of a Triangle
Area of a Trapezoid
A=bh (T)
A=bh (P)
A= (½)bh
A= (½)h (b1+b2)
Area of a Rectangle
A=bh (T)
Area of a Parallelogram
A=bh (P)
18 terms
Honors Geometry Chapters 10-11 Equations
Area of a Square
Area of a Triangle
Area of a Rhombus
Area of a Parallelogram
bh
1/2bh
1/2d1*d2 ... or... b*h
bh
Area of a Square
bh
Area of a Triangle
1/2bh
13 terms
Geometry Test Chapter 10 equations
Equation for the circumference of a ci…
Equation for the area of a circle
Equation for the arc length
Equation for the area of a sector
πd
πr^2 (squared)
m/360 πd
m/360 = πr^2 (squared)
Equation for the circumference of a ci…
πd
Equation for the area of a circle
πr^2 (squared)
14 terms
Geometry Ch10 Area Equations
lateral area of prism
surface area of prism
lateral area of cylinder
surface area of cylinder
LA=ph
SA=LA+2B
LA=ph... 2PIrh
SA=LA+2B... 2PIrh+2PIr^2
lateral area of prism
LA=ph
surface area of prism
SA=LA+2B
10 terms
chapter 10 equations geometry honors
segment lengths
when a tangent and a secant intersect…
when 2 secants intersect outside of a…
when 2 chords intersect in a circle
...
tangent measure squared = product of the measures of the seca…
product of the measures of a secant and its external secant s…
the products of the lengths of the chord segments are equal (…
segment lengths
...
when a tangent and a secant intersect…
tangent measure squared = product of the measures of the seca…
13 terms
geometry equations
distance formula on a line
distance formula on a coordinate plane
Midpoint
rectangular prism surface area
AB= | X - X |... 2 1... [absolute value of X two - X one]
S= Ph+ 2B or 2(lw+lh+wh)... P= perimeter of the base... h= height…
distance formula on a line
AB= | X - X |... 2 1... [absolute value of X two - X one]
distance formula on a coordinate plane
Geometry equations
Distance formula
Pythagorean theorem
Midpoint
Square Area
Distance formula
Pythagorean theorem
25 terms
Geometry Equations
Complimentary Angles: Definiton
Supplementary Angles: Definition
Alternate Interior Angles: Defintion
Alternate Exterior Angles: Defintion
Angles that add up to 90 degrees
Angles that add up to 180 degrees
Angles inside a pair of parallel lines and across the transve…
Angles outside a pair of parallel lines and across the transv…
Complimentary Angles: Definiton
Angles that add up to 90 degrees
Supplementary Angles: Definition
Angles that add up to 180 degrees
40 terms
Geometry equations
Distance formula
Slope intercept
Point slope
Standard form
Distance formula
Slope intercept
17 terms
Equations for Geometry
Sum of interior angle measure of polygon
Polygon exterior angle formula
Number of diagonals in polygon
Distance
180 (n-2)
360°
n (n-3) /2
d = √(x1-x2)^2 + (y1-y2)^2
Sum of interior angle measure of polygon
180 (n-2)
Polygon exterior angle formula
360°
10 terms
10.1-10.3 Geometry Equations
Area of a rectangle
Area of a traingle
Area of a parallelogram
Area of a trapezoid
B(h)
1/2 b(h)
B(h)
1/2 h(b1+b2)
Area of a rectangle
B(h)
Area of a traingle
1/2 b(h)
27 terms
geometry equations
parallelogram?
trapezoid?
square?
rectangle?
bh
1/2 h (b1 + b2)
s squared or bh or 1/2 d1d2
lw or bh
parallelogram?
bh
trapezoid?
1/2 h (b1 + b2)
Geometry 10.5-10.7 Theorems + Equations
Central Angle Formula
Inscribed Angle Formula
Tangent-Chord Angle Formula
Chord-Chord Angle Formula
Angle= x (same as arc)
Angle=x/2
Angle=x/2
Angle= (Outside+Inside)/2
Central Angle Formula
Angle= x (same as arc)
Inscribed Angle Formula
Angle=x/2
9 terms
Geometry Equations
Each exterior angle in a regular polygon
Sum of the angles in a regular polygon
Each angle in a regular polygon
Number of diagonals in a polygon
(n-2)180
n(n-3)... ______... n
Each exterior angle in a regular polygon
Sum of the angles in a regular polygon
(n-2)180
21 terms
Geometry Equations
Area of Triangle
Sum of Interior Angles for Polygon
Right Triangles
Area of Rectangle
(n-2)180
3:4:5 and 5:12:13
Area of Triangle
Sum of Interior Angles for Polygon
(n-2)180
30 terms
Geometry Equations
Interior Angle Sum Formula
Trapezoid Mid-segment Formula
Midpoint Formula
Distance Formula
180(n-2)
1/2*[b1+b2]
( [x1+x2]/2 , [y1+y2]/2 )
√(x2-x1)²+(y2-y1)²
Interior Angle Sum Formula
180(n-2)
Trapezoid Mid-segment Formula
1/2*[b1+b2]
17 terms
Geometry Equations
Area of a Square
Area of a Rectangle
Area of a Trapezoid
Area of a Circle
A=side²
A=w×h
A=½(a+b)h
A= πr²
Area of a Square
A=side²
Area of a Rectangle
A=w×h
15 terms
Geometry Equations
Rectangle Area
Parallelogram Area
Triangle Area
Trapezoid Area
Area=Base*Height
Area=Base*Height
Area=(Base*Height)divided by 2
Area=Base 1+Base 2 divided by 2 *Height
Rectangle Area
Area=Base*Height
Parallelogram Area
Area=Base*Height
16 terms
geometry equations
prism lateral area
prism total area
prism volume
pyramid lateral area
L.A. = pl
T.A. = pl + 2B
V = Bh
L.A. = 1/2 pl
prism lateral area
L.A. = pl
prism total area
T.A. = pl + 2B
14 terms
geometry equations
Right prism
pyramid
sphere
cylinder
Right prism
pyramid
14 terms
Geometry Equations
Lateral Area prism
Total area prism
Volume prism
Cylinder lateral area
L.A. + 2B
2(pi)rh
Lateral Area prism
Total area prism
L.A. + 2B
11 terms
Geometry equations
Area and perimeter of rectangle
A and P of triangle
Square
Circle
A=lw... P=2w+2l
A=1/2bh... P=a+b+c
A=s squared... P= 4s
C= 2pi(r)
Area and perimeter of rectangle
A=lw... P=2w+2l
A and P of triangle
A=1/2bh... P=a+b+c
15 terms
Geometry Equations
Pythagorean Theorem
Slope Formula
Midpoint Formula
Area of a Circle
a²+b²=c²
(y₂- y₁) / (x₂- x₁)
(x₁+x₂)/2, (y₁+y₂)/2
πr^2
Pythagorean Theorem
a²+b²=c²
Slope Formula
(y₂- y₁) / (x₂- x₁)
23 terms
Geometry Equations
Perimeter of a Square
Area of a Square
Perimeter of a Rectangle
Area of a Rectangle
P = 4s
A = s²
P = 2(l+w) = (2l) + (2w)
A = lw
Perimeter of a Square
P = 4s
Area of a Square
A = s²
31 terms
Geometry Equations
Triangle
Isoceles Triangle
Equilateral Triangle
Scalene Triangle
A polygon with three sides
A triangle with at least 2 equal sides
A triangle with 3 equal sides
A triangle with no equal sides
Triangle
A polygon with three sides
Isoceles Triangle
A triangle with at least 2 equal sides
11 terms
Geometry equations
surface area of a right prism
suface area of a right cylinder
Surface are of a regular pyramid
surface area of a right cone
S=2B+Ph... where B is area of the bas, p is perimeter and h is…
S=2B+Ch=2(pi)(r^2)+2(pi)(r)(h)... Where B is area of the base,…
S=B+(1/2)(P)(l)... Where B is area of base, P is perimeter of t…
S=(pi)r^2+(pi)(r)(l)... where r is radius and l is slant height.
surface area of a right prism
S=2B+Ph... where B is area of the bas, p is perimeter and h is…
suface area of a right cylinder
S=2B+Ch=2(pi)(r^2)+2(pi)(r)(h)... Where B is area of the base,…
10 terms
Geometry equations
Prism
Cylinder
Pyramid
Cone (surface Area)
V=Base x height
pi × radius2 × height
V=Base x height / 3
S=pi x radius2 + pi x radius x L
Prism
V=Base x height
Cylinder
pi × radius2 × height
18 terms
Geometry Equations
Area of a Circle
π
Area of a rectangle
Area of a square
A= π r²
3.14
A= lw
A= s² (s meaning side)
Area of a Circle
A= π r²
π
3.14
24 terms
Geometry equations
Midpoint Formula
Slope
Distance Formula
Point-Slope form
x1+x2/2 , y1+y2/2
y2-y1/x2-x1 or Rise/ Run
square root of (x2-x1)^2 + (y2-y1)^2
y-y1=m(x-x1)
Midpoint Formula
x1+x2/2 , y1+y2/2
Slope
y2-y1/x2-x1 or Rise/ Run
18 terms
Honors Geometry Chapters 10-11 Equations
Area of a Square
Area of a Triangle
Area of a Rhombus
Area of a Parallelogram
bh
1/2bh
1/2d1*d2 ... or... b*h
bh
Area of a Square
bh
Area of a Triangle
1/2bh
8 terms
Geometry Equations
slope intercept
point-slope
distance
midpoint
y=mx + b
(y-y1) = m(x-x1)
square root of:... (x2 - x1)^2 + (y2 - y1)^2
(x1 + x2 y1 + y2)... ------- -------... ( 2 , 2 )
slope intercept
y=mx + b
point-slope
(y-y1) = m(x-x1)
11 terms
Geometry Equations
Square
Rectangle
Parallelogram
Triangle
S^2
B*H
B*H
1/2B*H
Square
S^2
Rectangle
B*H
9 terms
Geometry Equations
Circumference
Arc length
Each exterior angle of a polygon
Each interior angle of a polygon
2pi radius
theta/360 • C
360/n
(N-2)180/N
Circumference
2pi radius
Arc length
theta/360 • C
18 terms
Geometry Equations
Surface Area of prism
Lateral Area of prism
Surface Area of pyramid
Lateral Area of pyramids
SA=LA+2B
LA=ph
SA=LA+B
LA=1/2lp
Surface Area of prism
SA=LA+2B
Lateral Area of prism
LA=ph
20 terms
Geometry Equations
Circumference of a Circle
Arc Length
Area of a Circle
Area of a Sector
2πr
mArc/360 * 2πr
πr^2
mArc/360 * πr^2
Circumference of a Circle
2πr
Arc Length
mArc/360 * 2πr
26 terms
geometry equations
volume of a circle
Pythagorean theorem
circumference
area of a circle
4/3πr3
a2 + b2 = c2
2πr
πr2
volume of a circle
4/3πr3
Pythagorean theorem
a2 + b2 = c2
28 terms
Geometry equations
Reflection across Y-Axis
Reflection across X- Axis
Reflection across Y=X
Reflection across Y=-X
(x,y) --> (-x,y)
(x,y) --> (x,-y)
(x,y) --> (y,x)
(x,y) --> (-y,-x)
Reflection across Y-Axis
(x,y) --> (-x,y)
Reflection across X- Axis
(x,y) --> (x,-y)
12 terms
Geometry Equations
Square (Perimeter)
Rectangle (Perimeter)
Circumference of Circle
Area of Circle
P = 4s
P = 2l + 2w
C = 2πr or πd
A = πr^2
Square (Perimeter)
P = 4s
Rectangle (Perimeter)
P = 2l + 2w
62 terms
Geometry Equations
Area of a Triangle
Area of a trapezoid
Volume of a prism
Lateral area of a prism
A=(1/2)bh
A=(1/2)h(b1+b2)
V=Bh
LA=hp
Area of a Triangle
A=(1/2)bh
Area of a trapezoid
A=(1/2)h(b1+b2)
10 terms
Geometry equations
X
Y
Y=-X
Y=X
(X,-Y)
(-X,Y)
(-Y,-X)
(Y,X)
X
(X,-Y)
Y
(-X,Y)
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