Write each of the following statements in the form 'if ... then':

(i) A rhombus is a square only if each of its angles measures $90^{\circ} .$

(ii) When a number is a multiple of 9, it is necessarily a multiple of 3.

(iii) You get a job implies that you credentials are good.

(iv) Atmospheric humidity increases only if it rains.

(v) If a number is not a multiple of 3, then it is not a multiple of 6.

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Solution

(i) If each angle of a rhombus measures $90^{\circ},$ then it is a square.

(ii) If a number is a multiple of 9, then it is a multiple of 3.

(iii) If you get a job, then your credentials are good.

(iv) If it rains, then atmospheric humidity increases.

(v) If a number is a multiple of 6, then it is a multiple of 3.

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Write each of the following statements in the form "if-then".

(i) You get a job implies that your credentials are good.

(ii) The Banana tree will bloom if it stays warm for a month.

(iii) A quadrilateral is a parallelogram if its diagonals bisect each other.

(iv) To get an $A^{+}$ in the class it is necessary that you do all the exercises of the book.

Q. Write each of the following statement in the form "if-then"
(i) You get a job implies that your credentials are good
(ii) The Banana trees will bloom if it stays warm for a month
(iii) A quadrilateral is a parallelogram if its diagonals bisect each other
(iv) To get

A^{+}

in the class it is necessary that you do the exercises of the book

Q. Think of a number. If it is a multiple of 3 write it in the red circle. If it is a multiple of 5 write it in the blue circle.

Rewrite the following statement in five different ways conveying the same meaning.

If a given number is a multiple of 6, then it is a multiple of 3.

If a two digit number is selected at random, then what is the probability that it will be a multiple of '3' and not a multiple of '5'?

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