An open vessel containing liquid is moving with constant acceleration $a$ on a levelled horizontal surface. For this situation mark out the correct statement(s)

The maximum pressure is at the leftmost bottom corner

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Along a horizontal line within the liquid as we move from left to right the pressure decreases

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The pressure at all point on a line making an angle of

{t a n}^{- 1} (\frac{a}{g})

with horizontal would be same

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Along a horizontal line within the liquid as we move from left to right, the pressure remains same

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Solution

The correct options are
A The maximum pressure is at the leftmost bottom corner
B Along a horizontal line within the liquid as we move from left to right the pressure decreases
C The pressure at all point on a line making an angle of ${t a n}^{- 1} (\frac{a}{g})$ with horizontal would be same

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An open vessel containing liquid is moving with constant acceleration a on a levelled horizontal surface. For this situation mark out the correct statement(s)

The correct options are A The maximum pressure is at the leftmost bottom corner B Along a horizontal line within the liquid as we move from left to right the pressure decreases C The pressure at all point on a line making an angle of tan−1 (ag) with horizontal would be same

An open vessel containing liquid is moving with constant acceleration $a$ on a levelled horizontal surface. For this situation mark out the correct statement(s)

The correct options are
A The maximum pressure is at the leftmost bottom corner
B Along a horizontal line within the liquid as we move from left to right the pressure decreases
C The pressure at all point on a line making an angle of ${t a n}^{- 1} (\frac{a}{g})$ with horizontal would be same