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Study sets matching "math chapter 11 formulas algebra"

10 terms
Math Chapter 11 - Formulas
Perimeter of any Polygon
Perimeter of regular polygon
Perimeter of rectangle
Circumference given the diameter
add the sides together
multiply the number of sides by the length of the side
p= (2xL) + (2xW)
C =π × diameter
Perimeter of any Polygon
add the sides together
Perimeter of regular polygon
multiply the number of sides by the length of the side
Algebra Chapter 11 Formulas
General Term Arithmetic
Sum Arithmetic
General Term Geometric
Sum Geometric
aⁿ = a₁+ (n−1)d
Sⁿ = n/2(a₁ + aⁿ)
aⁿ = (a₁)(rⁿ⁻¹)
Sⁿ= (a₁(1−rⁿ) / 1−r
General Term Arithmetic
aⁿ = a₁+ (n−1)d
Sum Arithmetic
Sⁿ = n/2(a₁ + aⁿ)
18 terms
Math Chapter 11 Formulas
Lateral Area of a Prisim
Lateral Area of a Cylinder
Lateral Area of a Pyramid
Lateral Area of a Cone
ph
2πrh
1/2 p(slant height, cursive L)
πr(slant height, cursive L)
Lateral Area of a Prisim
ph
Lateral Area of a Cylinder
2πrh
11 terms
Math chapter 11 formulas
Eulers Formula 3d
SA of prism
SA of pyramid
SA of cylinder
F+V=E+2
SA=ph+2B
SA= 1/2 p slant height+ B
SA= 2pi r h+2B
Eulers Formula 3d
F+V=E+2
SA of prism
SA=ph+2B
10 terms
Algebra 2 Chapter 11 Formulas
an=a₁+d(n-1)
an=an₋₁+d
an=a₁•rⁿ⁻¹
an=an₋₁•r
Explicit Formula for the nth term of an arithmetic sequence
Recursive Formula for the nth term of an arithmetic sequence
Explicit Formula for the nth term of a geometric sequence
Recursive Formula for the nth term of a geometric sequence
an=a₁+d(n-1)
Explicit Formula for the nth term of an arithmetic sequence
an=an₋₁+d
Recursive Formula for the nth term of an arithmetic sequence
31 terms
Algebra 2 Chapter 11 Formulas
Perfect Squares
Perfect Squares
1
4
9
Perfect Squares
Perfect Squares
1
8 terms
Math Algebra Chapter 11
Compound interest
Exponential decay
Exponential growth
Exponential function
A=P(1+r/n)^nt
y=a(1-r)^t
y=a(1+r)^t
Y=ab^x
Compound interest
A=P(1+r/n)^nt
Exponential decay
y=a(1-r)^t
11 terms
Algebra II formulas: chapter 11
Finite arithmetic
Finite geometric
Infinite geometric
Recursive arithmetic
sn = n/2(a1 + an)
sn = a1(1-r^n)/1-r
S= a1/1-r
An= (an-1)+d
Finite arithmetic
sn = n/2(a1 + an)
Finite geometric
sn = a1(1-r^n)/1-r
14 terms
Math - Final - Chapter 11 Formulas
Nets for Three-Dimensional Figures
Arc Length
Area of a Circle
Area of a Sector
A two-dimensional pattern that can be folded to form the thre…
The ratio of the length of a given arc to the circumference i…
A = πr²
The ratio of the area of a sector of a circle to the area of…
Nets for Three-Dimensional Figures
A two-dimensional pattern that can be folded to form the thre…
Arc Length
The ratio of the length of a given arc to the circumference i…
23 terms
Algebra II Chapter 11 formulas
1/sinθ
1/cosθ
1/tanθ
sinθ/cosθ
cscθ
secθ
cotθ
tanθ
1/sinθ
cscθ
1/cosθ
secθ
11 terms
Chapter 11 Math Algebra
self-selected
systematic
stratified
cluster
members can volunteer
rule used to select
split into smaller groups, then randomly selected
split into smaller groups, then all members of 1+ groups are…
self-selected
members can volunteer
systematic
rule used to select
14 terms
Algebra 2: Chapter 11 Formulas
Recursive Formula
Explicit Formula
Arithmetic Sequence
Finding nth Term of Arithmetic Sequence
an = a(n-1) (change [+or-] between terms here)
an = n (change [x or /] between terms here)
Adding or Subtracting
an = a1 + (n-1) d
Recursive Formula
an = a(n-1) (change [+or-] between terms here)
Explicit Formula
an = n (change [x or /] between terms here)
8 terms
Algebra II Formulas: Chapter 11
An=a1+d(n-1)
Sn=(n/2)(a1+an)... Sn=(n/2)(2a1+d(n-1))
An=a1(r)^n-1
Sn=(a1(1-r^n))/1-r
The nth term of an arithmetic sequence (explicit formula)
Sum of the first n terms of a geometric series (2)
The nth term of a geometric sequence (explicit formula)
Given a1 and n; the sum of the first n terms of a geometric s…
An=a1+d(n-1)
The nth term of an arithmetic sequence (explicit formula)
Sn=(n/2)(a1+an)... Sn=(n/2)(2a1+d(n-1))
Sum of the first n terms of a geometric series (2)
12 terms
chapter 11 math formulas
Eulers Formula
Surface Area of a Regular pyramid
Volume of a Pyramid
SA or a Right Prism
F+V=E+2
BA+1/2pl
1/3xBAxH
2xBA+PH
Eulers Formula
F+V=E+2
Surface Area of a Regular pyramid
BA+1/2pl
14 terms
Chapter 11 math formulas
LA prism
SA Prism
V prism
LA cylinder
LA=Ph
SA= LA+2B
V=bh
LA=pi•dh
LA prism
LA=Ph
SA Prism
SA= LA+2B
10 terms
Math Formulas Chapter 11
Eulers Formula
Lateral Area of Prism
Surface Area of Prism
Lateral Area of A Cylinder
F+V=E+2
perimeter x height
LA + 2X the Area of the Base
Pi x diameter x height
Eulers Formula
F+V=E+2
Lateral Area of Prism
perimeter x height
17 terms
Math Chapter 11 Formulas
Cone Lateral Area
Cone Surface area
Pyramid lateral area
Pyramid surface area
LA=πrl
SA=LA+B
1/2(pl)
LA+B
Cone Lateral Area
LA=πrl
Cone Surface area
SA=LA+B
15 terms
Chapter 11 math formulas
Circumference
Arc length
Area of a circle
Population density
C=pi×d
Arc length÷3 ×pi× r =mAB÷360
Pi×r squared
Number of people ÷ area of land
Circumference
C=pi×d
Arc length
Arc length÷3 ×pi× r =mAB÷360
10 terms
Math Chapter 11 formulas
LA PRISM
SA PRISM
LA CYLINDER
SA CYLINDER
Ph
Ph+2A
LA= 2πrh
SA=2πrh+2πr²
LA PRISM
Ph
SA PRISM
Ph+2A
19 terms
Math Chapter 11 Formulas
Lateral area of a Prism
Surface area of a prism
Lateral area of a cylinder
Lateral area of a cylinder
perimeter of base x height
L.A. + 2 x Area of Base
2Π x Radius x Height
Π x Diameter x height
Lateral area of a Prism
perimeter of base x height
Surface area of a prism
L.A. + 2 x Area of Base
15 terms
Chapter 11 Formulas Math
Euler's Formula
Lateral Area of a Cylinder
Surface Area of Cylinder
Lateral Area of Prism
F + V= E + 2
2πrh or πdh
L.A. + 2B or 2πrh + 2πr^2
p(perimeter of base)h
Euler's Formula
F + V= E + 2
Lateral Area of a Cylinder
2πrh or πdh
10 terms
Math Chapter 11 formulas
Volume of a triangular prism
surface area of a triangular prism
Volume of a pyramid
surface area of a pyramid
area of base*h / 2
area of rectangles + area of triangles (lateral area is the a…
1/3area of base height
area of triangles+area of bases
Volume of a triangular prism
area of base*h / 2
surface area of a triangular prism
area of rectangles + area of triangles (lateral area is the a…
19 terms
math formulas chapter 11
prism (LA)
cylinder (LA)
pyramid (LA)
cone (LA)
p(h)
2(pi)r(h)
1/2p(l)
pi(r)l
prism (LA)
p(h)
cylinder (LA)
2(pi)r(h)
10 terms
Math Chapter 11 Formulas
Circumference of a Circle
Area of a Circle
Arc Length
Area of sector
2πr
πrsqrd
(mesaure of arc/360)*2πr
(measure of intercepted arc/360)*πrsqrd
Circumference of a Circle
2πr
Area of a Circle
πrsqrd
8 terms
Algebra 2 Chapter 11 Formulas
Euler's Formula
Prism and Cylinder... Lateral Area
Prism and Cylinders Volume
Pyramids and Cones Surface Area
F+V=E+2
LA=Perimeter of Base x Length of a Side
Volume=Area of Base x Height
SA=1/2 x Perimeter of Base x Slant Height + Area of the Base
Euler's Formula
F+V=E+2
Prism and Cylinder... Lateral Area
LA=Perimeter of Base x Length of a Side
5 terms
Chapter 11 Math Formulas
Geometric Sequence
exponential growth
exponential decay
half life
an= a1r^n-1
y=a(1+r)^t where a > 0
y=a(1-r)^t
a=p(0.5)^t
Geometric Sequence
an= a1r^n-1
exponential growth
y=a(1+r)^t where a > 0
9 terms
Math Chapter 11 Formulas
cone and pyramid volume
sphere volume
hemisphere volume
sphere SA
1/3 Bh
4/3π r^3
2/3π r^3
4 π r^2
cone and pyramid volume
1/3 Bh
sphere volume
4/3π r^3
10 terms
Chapter 11 Math Formulas
Volume of a Prism
Surface Area of a Prism
Volume of a Cylinder
Surface Area of a Cylinder
Ba x Height
All faces added together
Pi R ^2 x Height
2 Pi R ^2 + 2 PI ^2 x Height
Volume of a Prism
Ba x Height
Surface Area of a Prism
All faces added together
19 terms
Math formulas chapter 11
Eulers formula
LA PRISM
SA PRISM
LA PYRAMID
F+v = E+2
La= ph
SA = LA + 2b
La = 1/2 pL
Eulers formula
F+v = E+2
LA PRISM
La= ph
6 terms
Math Chapter 11 Formulas
Area of a rectangle
Area of a square
Area of a parallelogram
Area of a triangle
A=bh
A=s^2
A=bh
A=1/2bh
Area of a rectangle
A=bh
Area of a square
A=s^2
10 terms
Chapter 11 Math formulas
An=A1+(n-1)d
Sn=n/2(A1+An)
An=A1•R^n-1
Sn=A1(1-R^n)/1-R
used to find an unknown and put in the explicit formula arith…
find the sum of an arithmetic sequence
used to find an unknown and put in the explicit formula geome…
find the sum of a finite geometric sequence
An=A1+(n-1)d
used to find an unknown and put in the explicit formula arith…
Sn=n/2(A1+An)
find the sum of an arithmetic sequence
12 terms
CHAPTER 11 MATH FORMULAS
v of a cube
sa of cylinder
v of prism
sa of cone
S^3
2 πrh+2πr^2
Bh (B=AREA OF BASE)
πrl +πr^2
v of a cube
S^3
sa of cylinder
2 πrh+2πr^2
9 terms
Chapter 11 Math Formulas
The sum of the first n terms of an ari…
The recursive formula for an arithmeti…
The general term of a geometric sequence
The sum of an infinite geometric serie…
Sn= n/2(a1+an)
a1=___, an = an-1 +d where n is greater than or equal to 2
an=a1rn-1
S= a1/ 1-r
The sum of the first n terms of an ari…
Sn= n/2(a1+an)
The recursive formula for an arithmeti…
a1=___, an = an-1 +d where n is greater than or equal to 2
math chapter 11 formulas
euler's theorem
area of a square
area of a rectangle
area of a triangle
F+V=E+2
l×w
½b×h
euler's theorem
F+V=E+2
area of a square
8 terms
Chapter 11 Math Formulas
Arithmetic Sequences: General Term
Arithmetic Sequences: Sum
Geometric Sequences: General Term
Geometric Sequences: Sum
an=a1+(n-1)•d
Sn=n/2•(a1+an)
an=a1•r^n-1
Sn=a1•(1-r^n)/1-r
Arithmetic Sequences: General Term
an=a1+(n-1)•d
Arithmetic Sequences: Sum
Sn=n/2•(a1+an)
25 terms
Math Formulas Chapter 11
Circumfrence of a Circle
Arc length
Area of a Circle
Area of a Sector
C=pi•d or C=2pi•r
mAB/360 x Circumference
pi•r^2
mAB/360 x pi•r^2
Circumfrence of a Circle
C=pi•d or C=2pi•r
Arc length
mAB/360 x Circumference
12 terms
Math chapter 11 formulas
area of a square
area of rectangle
perimeter of a square
perimeter of a rectangle
A=s²
A=bh
p=4s
p=2(b+h)
area of a square
A=s²
area of rectangle
A=bh
14 terms
Chapter 11 Math Formulas
SA of a prism
SA of a Cylinder
Volume of a prism
Volume of a cylinder
2B+Ph
2B+Ch
Bh
Bh
SA of a prism
2B+Ph
SA of a Cylinder
2B+Ch
13 terms
Algebra 2 Chapter 11 Formulas
cos (α + β)
cos (α - β)
cos 2α
cos 2α
cos α cos β - sin α sin β
cos α cos β + sin α sin β
cos^2 α - sin^2 β
1 - 2sin^2 α
cos (α + β)
cos α cos β - sin α sin β
cos (α - β)
cos α cos β + sin α sin β
15 terms
Math formulas chapter 11
La of square
Sa of square
La of cylinder
Sa of cylinder
Pxh
La+2B
2pier
La x 2pier squared
La of square
Pxh
Sa of square
La+2B
20 terms
Chapter 11 Math Formulas
LA of a prism
SA of a prism
Volume of a prism
LA of a cylinder
PH
PH + 2B
BH
2(pi) r H
LA of a prism
PH
SA of a prism
PH + 2B
14 terms
Math Formulas Chapter 11
Area of All Parallelograms
Area of Triangle
Area of Trapezoid
Area of kite/rhombus
Base x Height
1/2(Base x Height)
1/2h(b1 +b2) or median x height
1/2(diagonal x diagonal)
Area of All Parallelograms
Base x Height
Area of Triangle
1/2(Base x Height)
Math chapter 11 Formulas
LA of pyramid
LA of cone
LA of cylinder
LA of prism
1/2 p l
Pi r l
2 pi r h
P h
LA of pyramid
1/2 p l
LA of cone
Pi r l
8 terms
Math Chapter 11 Formulas
n! =
An = (a. seq.)
d =
Sn = (Sum of first n terms of an arith…
= n(n-1)(n-2)...3×2×1
A1 + (n-1)d
Aq- Ap / q - p
n(A1+An)/2
n! =
= n(n-1)(n-2)...3×2×1
An = (a. seq.)
A1 + (n-1)d
11 terms
Chapter 11 Math Formulas
Recursive (Arithmetic Sequence)
Explicit (Arithmetic Sequence)
Arithmetic Mean
Recursive (Geometric Sequence)
an = an-1 + d
an = a1 + (n-1)d
sum of 2 numbers/2
an = an-1 x r
Recursive (Arithmetic Sequence)
an = an-1 + d
Explicit (Arithmetic Sequence)
an = a1 + (n-1)d
9 terms
math chapter 11 formulas
lateral area of a prism
surface area of a prism
lateral area of a cylinder
surface area of a cylinder
la=perimeter of base multiplied by height
sa=la + 2b
la= 2pir multiplied by height
sa=2b+la
lateral area of a prism
la=perimeter of base multiplied by height
surface area of a prism
sa=la + 2b
Math formulas - chapter 11
F+v=E+2
LA=ph
SA = ph+2B
SA = ph + bh
Euler's formula
lateral area of a prism
surface area of a prism
surface area of a triangular prism
F+v=E+2
Euler's formula
LA=ph
lateral area of a prism
17 terms
math chapter 11 formulas
quadrilaterals
sum of interior angles
sum of each interior angles
polygon
sum of all angles equal 360°
(sides-2)180
(sides-2)180÷amount of sides
simple closed figures with 3 or more straight lines and sides…
quadrilaterals
sum of all angles equal 360°
sum of interior angles
(sides-2)180
10 terms
Math Chapter 11 Formulas
n!=
P(n,k)=
C(n,k)=
P(E)=
n(n-1)(n-2)
n!... --------... (n-k)!
n!... -------... (n-k)! k!
n(E)... ---------... n(s)
n!=
n(n-1)(n-2)
P(n,k)=
n!... --------... (n-k)!
10 terms
Chapter 11 math formulas
Nth term in sequence
where a=/0 , b=/1, and b>0
Exponential Growth
Exponential Decay
An=ar^n-1
F(x)=ab^x , it's where you always have a 1.0 before the number
Y=a(1+r)^t
Y=a(1-r)^t
Nth term in sequence
An=ar^n-1
where a=/0 , b=/1, and b>0
F(x)=ab^x , it's where you always have a 1.0 before the number
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