Assertion :If a non leap year is selected at random then, the probability it will contains 53 Monday is $\frac{1}{7}$ . Reason: A non leap year has 365 days

Both Assertion & Reason are individually true & Reason is correct explanation of Assertion

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Both Assertion & Reason are individually true but Reason is not the ,correct (proper) explanation of Assertion

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Assertion is true but Reason is false

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Assertion is false but Reason is true

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Solution

The correct option is A Both Assertion & Reason are individually true & Reason is correct explanation of Assertion
Number of days in a non leap year $= 365$
$∴$ A leap year has 52 complete weak & 1 day, this day may be among the Monday to Sunday.
$∴$ Required probability $= \frac{1}{7}$

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Assertion :If a non leap year is selected at random then, the probability it will contains 53 Monday is 17. Reason: A non leap year has 365 days

The correct option is A Both Assertion & Reason are individually true & Reason is correct explanation of AssertionNumber of days in a non leap year =365∴ A leap year has 52 complete weak & 1 day, this day may be among the Monday to Sunday.∴ Required probability =17

Assertion :If a non leap year is selected at random then, the probability it will contains 53 Monday is $\frac{1}{7}$ . Reason: A non leap year has 365 days

The correct option is A Both Assertion & Reason are individually true & Reason is correct explanation of Assertion
Number of days in a non leap year $= 365$
$∴$ A leap year has 52 complete weak & 1 day, this day may be among the Monday to Sunday.
$∴$ Required probability $= \frac{1}{7}$