Understanding Conditional Statements: True or False Challenge

Dec 12, 2025

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Test your knowledge of conditional statements with this engaging warm-up exercise! Determine if the provided statements about angles are true or false. For example, evaluate whether the measure of an obtuse angle is less than 90 degrees. This activity helps reinforce your understanding of angle types and properties in geometry. Challenge yourself or collaborate with friends to see who can identify the correct answers the fastest!

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Understanding Conditional Statements: True or False Challenge

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Conditional Statements

Conditional Statements. Lecture 3 Section 1.2 Mon, Jan 22, 2007. The Conditional. A conditional statement is a statement of the form p  q p is the hypothesis . q is the conclusion . Read p  q as “ p implies q .” The idea is that the truth of p implies the truth of q .

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Conditional Statements

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Conditional Statements

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Conditional Statements

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Conditional Statements

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Conditional Statements

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Conditional Statements

Conditional Statements. A conditional statement is in the form If …….. Then……. The HYPOTHESIS is the condition of the statement and appears after the IF. The CONCLUSION is the result and occurs after the THEN. When it rains, it pours. Written in correct conditional form:

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Conditional Statements

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Conditional Statements

Conditional Statements. Geometry Chapter 2, Section 1. Notes. Conditional Statement: is a logical statement with two parts, a hypothesis and a conclusion. Hypothesis: are the conditions that we’re considering Conclusion: is what follows as a result of the conditions in the hypothesis.

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Conditional Statements

Lesson 2-1. Conditional Statements. Conditional Statements have two parts:. Hypothesis ( denoted by p ) and Conclusion ( denoted by q ). Hypothesis (p). Phrase following “if” the given information. Conclusion (q). Phrase following “then” the result of the given information.

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Conditional Statements

Conditional Statements. Chapter 2-3. Analyze statements in if-then form. Write the converse, inverse, and contrapositive of if-then statements. conditional statement. inverse. if-then statement hypothesis conclusion related conditionals converse. contrapositive logically equivalent.

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Conditional Statements

Conditional Statements. Lecture 2 Section 1.2 Fri, Jan 20, 2006. The Conditional. A conditional statement is a statement of the form p  q p is the hypothesis . q is the conclusion . Read p  q as “ p implies q .” The idea is that the truth of p implies the truth of q.

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Conditional Statements

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Conditional Statements

Conditional Statements. Structure. If… then… …if and only if…. Evaluation. All conditional statements, like truth statements are either TRUE or FALSE In order for a statement to be TRUE, it must ALWAYS be true

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Conditional Statements

Conditional Statements. If…then. Conditional Statement. Conditional statement has two parts, hypothesis and a conclusion. If _____________, then ____________. * Do not include if and then in the hypothesis and conclusion. hypothesis. conclusion. Hypothesis and Conclusion.

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Conditional Statements

Conditional Statements. Goals Recognize a conditional statement Write the converse, inverse, and conditional statement. Recognizing Conditional Statements. Conditional Statements If-Then Statements If a number is divisible by both 2 and 3 then it is divisible by 6.

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Conditional Statements

Conditional Statements. Lecture 2 Section 1.2 Thu, Jan 13, 2005. The Conditional. A conditional statement is a statement of the form p  q p is the hypothesis . q is the conclusion . Read p  q as “ p implies q .”. Truth Table for the Conditional.

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