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Chapter 5: Q. 3 (page 200)

Write the converse of following conditional statement.

If you are a member of the skiing club, then you enjoy winter weather.

Short Answer

Expert verified

The converse of the statement is “If you enjoy winter weather, then you are member of the skiing club”.

Step by step solution

01

Step 1- Apply the concept of converse of statement.

To form the converse of the conditional statement, interchange the hypothesis and the conclusion of statement.

02

Step 2- Step description.

Here the statement is “If you are member of the skiing club, then you enjoy winter whether”.

Hypothesis is “you are member of the skiing club”.

Conclusion is “you enjoy winter weather”.

03

Step 3- Step description.

Interchange the hypothesis and conclusion of the statement to write the converse as follows:

If you enjoy winter weather, then you are member of the skiing club.

Hence, converse statement is “If you enjoy winter weather, then you are member of the skiing club”.

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Most popular questions from this chapter

Parallel rulers, used to draw parallel lines, are constructed so that EF=HGand HE=GF. Since there are hinges at points E, F, G and H, you can vary the distance between role="math" localid="1637730770232" HG↔and role="math" localid="1637730792914" EF↔. Explain why HG↔and EF↔are always parallel.

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State the theorem suggested by Exercise 6.

State the principal definition or theorem that enables you to deduce, from the information given, that quadrilateral SACK is a parallelogram.

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