Algebra Expressed through Variables
Algebra - Solve for "X"
Units/Conversions
Graphing
Linear Equation
100

E = mc2 ,  Solve for "m"

E/c2 = m

100

3x + 5 = -1

x = -2

100

This is the unit used to measure distance (metric)

Meters (m)

100

This is the axis you find the dependent variable

y - axis

100

This is the equation for the Linear Equation

y = mx + b

200

F = ma , Solve for "m"

F/a = m

200

3x - 10 = 11

x = 7

200

This is the unit used to measure time (Metric)

Seconds (s)

200

This is the axis you find the independent variable

x - axis

200

This is the definition of "m" in the Linear Equation

m = slope

300

F = (Gmw)/d2 , Solve for "m"

(Fd2)/(Gw) = m

300

16 - 2x = 5x + 9

x = 1

300

This is the prefix used to denote 1,000 of a "base unit"

Kilo - 

300

This is how you determine which variable is the dependent variable and which is the independent variable when making a graph

Dependent is the variable "measured" or changed by the independent variable

Independent is the variable you "control"

300

This is the definition of "b" in the Linear equation

Y - intercept

400

Vf = Vo + a(t) , Solve for "a"

(Vf - Vo)/t = a

400

-4(-3x - 8) = 10x +20

x = -6

400

2,000. g = ? Kg

2.0 Kg

400

This is the description for a "Line of Best Fit"

Line of curve that best fits the pattern of your data points.  (Average)

400

This is the slope with points at (2, 3) and (5, 15)

m = 4

500

Vf2 = Vo2 + 2a(x) , Solve for "Vo"

Sqr Root (Vf2 - 2a(x)) = Vo

500

(2x + 3)/4 = (x + 7)/ 3

x = 9.5

500

543 Km = ? cm

54,300,000 cm - or - 5.43 x 10cm

500

This is what makes up the "Slope" of the graph

What is "rise over run". y/x

500

This is the Y - Intercept with an equation y = 3x + b, and a single point at (3, 7)

b = -2