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प्रश्न
Higher Order Thinking Skill.
How high does the mercury barometer stand on a day when atmospheric pressure is 98.6 kPa?
उत्तर
H= `"P"_"max"/"P"_"Hg" = 98.6 × 10 × 10 × 10`
= `("N"//"m")^2/(13.6 xx 10 xx 10 xx 10 "Kg"//"m"^3)`
= \[\frac{9.8\text{m}}{\text{s}^2}\]
= 740 mm
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संबंधित प्रश्न
A simple barometer was first constructed by _______.
Match the following.
| Barometer | reduce friction |
| Increasing area of contact | Atmospheric pressure |
| Decreasing area of contact | cause of friction |
| Lubricants | increases friction |
| Irregular surface | decreases friction |
The instrument used to measure atmospheric pressure is ______.
Describe the construction and working of mercury barometer.
A mercury drop of radius 'R' is divided into 27 droplets of same size. The radius 'r' of each droplet is ______.
When a mercury drop of radius 'R', breaks into 'n' droplets of equal size, the radius 'r' of each droplet is ______.
Let 'R1' and 'R2' are radii of two mercury drops. A big mercury drop is formed from them under isothermal conditions. The radius of the resultant drop is ______.
______ is the instrument used to measure atmospheric pressure.
______ is a device for measuring atmospheric pressure without the use of liquids.
Match the following.
| Column I | Column II |
| a) Barometer | i) reduce friction |
| b) Increasing area of contact | ii) Atmospheric pressure |
| c) Decreasing area of contact | iii) cause of friction |
| d) Lubricants | iv) increases friction |
| e) Irregular surface | v) decreases friction |
