P- It is holiday-q- I play cricket- The statement p - q means

The correct option is D If it is holiday, then I play cricket. p → q Implication of two statements p and q means... #34;If p is true ...

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Byju's Answer

Standard XII

Mathematics

Fundamental Principle of Counting

p: It is holi...

Question

p: It is holiday.
q: I play cricket.
The statement $p \to q$ means

It is not holiday, I play cricket.

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It is holiday or I play cricket.

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It is holiday and I play cricket.

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If it is holiday, then I play cricket.

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Solution

The correct option is D If it is holiday, then I play cricket.
$p \to q$
Implication of two statements $p$ and $q$ means... "If $p$ is true ...,then $q$ has to be true"
So, $D$ is correct.

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p: It is holiday.q: I play cricket. The statement p→q means

The correct option is D If it is holiday, then I play cricket.p→qImplication of two statements p and q means... "If p is true ...,then q has to be true"So, D is correct.

p: It is holiday.
q: I play cricket.
The statement $p \to q$ means

The correct option is D If it is holiday, then I play cricket.
$p \to q$
Implication of two statements $p$ and $q$ means... "If $p$ is true ...,then $q$ has to be true"
So, $D$ is correct.