if-then statement - composed of two clauses (if clause and then clause)
P - hypothesis
Q - conclusion
if-then, converse, inverse, contrapositive
if-then - if p then q
converse - if q then p
inverse - if not p then not q
contrapositive - if not q then not p
inequality - is a mathematical statement where one expression is not equal to another
linear inequality - uses greater than, less than, greater than or equal, less than or equal, and not equal
equation - indicates the value of both mathematical expressions are equal
linear equation standard form - Ax + By = C
linear inequality - standard form - Ax + By > C
if - then is also known as conditional statement
graphing linear inequalities in two variables - set of all points in the rectangular coordinate system who has ordered pairs that satisfy the inequality
separates the plane into two region - half - planes
the line that separates the plane - plane diider
graph the RESULTING equation with a SOLID LINE if the ORIGINAL inequality contains greater than or equal or less than or equal
if the inequality contains < or > symbol, use a broken line