If a function is differentiable then it is continuous

The video tutorial covers the importance of reading questions carefully during tests, especially multiple-choice ones. It explains conditional statements in calculus, focusing on differentiability and continuity. The instructor discusses inverse statements with examples like the absolute value and square root functions. The tutorial also explores converse and contrapositive statements, emphasizing logical equivalence and false statements.

Explain the concept of logically equivalent statements in the context of the lesson.

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What is the contrapositive of the statement 'if a function is continuous, then it is differentiable'?

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