Vocabulary Algebra

Vocabulary Final Exam Folder | Quizlet

Section 1 :

Section 2:

Section 3:

Section 4:

Transformations

Transformation Game

Linear Programming

Linear Programming

Vertices:	(0,6)		(6,0)		(0,0)
Constraints	Objective Function:  C = 3x + 4y
x ≥ 0 y ≥ 0 x + y ≤ 5	C = 24	C = 18		C = 0

Vertices:	(-5,4)		(5,4)		( 5,8)
Constraints	Objective Function:  C = 2x + 5y
x ≤ 5 y ≥ 4 -2x + 5y ≤ 30	C = 10	C = 30		C = 50

Vertices:	(1,2)		(5,2)		(1,8)
Constraints	Objective Function: C = 7x + 3y
x ≥ 1  y ≥ 2 6x + 4y ≤ 38	C = 13	C = 41		C = 31

Vertices:	(0,8)		(0,4)		(6,8)
Constraints	Objective Function: C = 4x + 6y
x ≥ 0 y ≤ 8 -2x + 3y ≥ 12	C = 48	C = 24		C = 72

Vertices:	(0,5)		(0,4)		(2,3)
Constraints	Objective Function: C = 8x + 7y
x ≥ 0 y ≥ 0 4x +4y ≤ 20 x + 2y ≤ 8	C = 35	C = 28		C = 37

Vertices:	(0,4)		(0,2)		(4,3)		(3,0)
Constraints	Objective Function: C = 3x + 5y
x ≥ 0 2x + 3y ≥ 6 3x + y ≤ 9 x + 4y ≤16	C = 20	C = 10		C = 27		C = 9

Statistics Test

Statistic Test

Graphing Expotiental Growth/Decay

Graphing Exponential Growth/Decay

Y= a∙b^x-h+K

b>1=Growth

0<b<1=Decay

H→ right/left

K→ up/down

            A→ stretch/flip/compress

Domain: All real numbers

Range:  Y>K (positive)

              Y<K (negative)

Asymptote:  Y=K

 

Compound Interest Formula

Compound Interest Formula 

A=P(1+r/n)nt

P=Principal

R=Rate

N=Number of years

T=Time

Statistics

Statistics Data

Genreral Forms of a Sequnce

Arithmetic and Geometric Sequnces

Arithmetic Sequence: a_n= a₁ + (n-1)d

a₁=first term

d=difference

a_n=undefined variable

Geometric Sequence:  a_n= a₁ • r^n-1

Characteristics of a graph

 Characteristics & Traits

• Domain - x values
• Range - y value
•  End Behavior - the description of what happens to a graph at both ends
• Absolute Max/Min - the highest and lowest point on the graph
• Local Max/Min - More than 1 of the highest and lowest points on a graph

• Interval of Increase - what happens to a graph (y value) (how high) as you move along the x axis
• Interval of Decrease - what happens to a graph (y value) (how low) as you move along the x axis
• X Intercept - where the graph passes the X axis
• Y Intercept - where the graph passes the Y axis

• Odd Symmetric - rotational symmetry about origin
• Even Symmetric - symmetric about Y-axis
• Neither Symmetric - None