Statement I: When you are accelerating upwards with some acceleration in a elevator your measured weight will be more than your actual weight.
Statement II: Normal force on you will be more than your weight in any elevator.

Statement I is true, Statement II is true, Statement II is the correct explanation for statement I

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Statement I is true, Statement II is true, statement II is not the correct explanation for statement I

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Statement I is true, Statement II is false

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Statement I is false, Statement II is true

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Solution

The correct option is C Statement I is true, Statement II is false
While moving up with some acceleration in a lift, pseudo force acts downwards.
Hence $N = m g + m a$
$\Rightarrow N > m g$
Statement I is true.
Statement II is false, as $N > m g$ only when lift is moving up with acceleration or moving down with deceleration.

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Statement I: When you are accelerating upwards with some acceleration in a elevator your measured weight will be more than your actual weight. Statement II: Normal force on you will be more than your weight in any elevator.

The correct option is C Statement I is true, Statement II is falseWhile moving up with some acceleration in a lift, pseudo force acts downwards. Hence N=mg+ma ⇒N>mg Statement I is true. Statement II is false, as N>mg only when lift is moving up with acceleration or moving down with deceleration.

Statement I: When you are accelerating upwards with some acceleration in a elevator your measured weight will be more than your actual weight.
Statement II: Normal force on you will be more than your weight in any elevator.