Definitions:
A Mathematical Statement: Is a statement that can be judged to be true or false
For Example:
- All quadrilaterals have 4 sides. True or False
- 17-3=14. True or False
Such as: " If its not raining, Then I will not take my umbrella.
The opposite: If it is raining, Then I will take my umbrella.
When a Statement has "AND" or "OR"
Both Statements are true, and also can be either statement can be true.
Conditional: The conditional is the most used statement in the construction of and argument or in the study of mathematics.
For Example:
Conditional: If its raining, Then its cloudy.
Argument: If it is not cloudy, Then it is not raining,
Inverse: Is formed by negativing the hypothesis and conclusion.
EX:
"If Talia had 14 balloons after giving 7 away, Then Talia has 7 left."
Inverse: "If Talia has 7 balloons left, Then she originally had 14 balloons before giving 7 balloons away."
Solve:
"If Sally's age is twice as Billy's age and Billy's age is 3, Then Sally's age is 6."
What is the Inverse?
Inverse:
