The document defines statements, conditionals, hypotheses, and conclusions. It states that a statement supplies an ideal value for restraint, a conditional joins two statements with "if" and "then", the "if" part is the hypothesis, and the "then" part is the conclusion. It also defines converse, inverse, and contrapositive for conditional statements - converse exchanges the hypothesis and conclusion, inverse negates both, and contrapositive switches and negates the hypothesis and conclusion.

1. Homework:
1. Define:
a) Statement: statement is used to supply an ideal value for some type of
restraint.
b) Conditionals: conditionals are formed by joining two statements with the
words if and then: if p, then q.
c)Hypothesis: A number is even and the “ If ” part is hypothesis.
d)Conclusion: the number is divisible by two and the “ then” part is conclusion.
2. research:
a) Converse: Converse of a conditional statement if formed by exchanging the
hypothesis and the conclusion.
b) Inverse: Negates both the hypothesis and the conclusion.
c) Contra positive: Switches the hypothesis and the conclusion and negates both
“ the converse of the inverse”
Hannah Torres
8- Emerald
Submitted to: Ms. Wina Quintos

2. Daniella Salazar
8- Garnet
Ms. Wina Quintos
Homework:
1. Define:
a) Statement: statement is used to supply an ideal value for some
type of restraint.
b) Conditionals: conditionals are formed by joining two statements
with the words if and then: if p, then q.
c)Hypothesis: A number is even and the “ If ” part is hypothesis.
d)Conclusion: the number is divisible by two and the “ then” part is
conclusion.
2. research:
a) Converse: Converse of a conditional statement if formed by
exchanging the hypothesis and the conclusion.
b) Inverse: Negates both the hypothesis and the conclusion.
c) Contra positive: Switches the hypothesis and the conclusion and
negates both “ the converse of the inverse”