Megha and Pawan carry identical, equally heavy bags — yet Pawan's shoulders hurt and Megha's don't. The only difference? His straps are narrow, hers are broad. How can the same weight feel so different? The answer is one of the most useful ideas in science.
- Both bags have the same weight pulling down on the shoulders.
- Narrow straps press that weight onto a small area.
- Broad straps spread the same weight over a larger area.
- Spreading the force over more area reduces the pressure, so it feels easier.
- Pressure is the force acting per unit area.
- We consider the force acting perpendicular to the surface.
- The SI unit of pressure is newton per metre squared (N/m²).
- This unit is also called the pascal (Pa).
- Use the formula pressure = force ÷ area.
- If a force of 100 N acts on an area of 2 m², divide them.
- The pressure works out to 50 N/m².
In this Activity, we will compare two ways of doing a task to see how the area of contact changes the pressure.
- The activities in Table 6.1 should be done under the supervision of an adult.
| Activity | Modes of action | Easy or difficult to perform? Give reasons. |
|---|---|---|
| Driving an iron nail | By the flat head of the nail | Difficult — large area, low pressure |
| Driving an iron nail | By the pointed end of the nail | Easy — small area, high pressure |
| Cutting an apple | Using the sharp edge of the knife | Easy — small area, high pressure |
| Cutting an apple | Using the blunt edge of the knife | Difficult — large area, low pressure |
- Same force, smaller area
- Higher pressure results
- Pointed or sharp = easier
- Yes — a column of water exerts pressure at the bottom of its vessel.
- The pressure depends on the height of the liquid column, not the vessel's width.
- Equal water heights give equal pressure, even in pipes of different diameters.
- The taller the water column, the greater the pressure at the bottom.
- Placing the tank high gives a tall water column above the taps.
- This higher pressure gives a strong stream of water from the taps.
In this Activity, we will check whether the pressure of a water column depends on the height or the width of the column.
2. Clamp both pipes on a stand.
3. Fill both pipes with water to the same level, about halfway.
4. Observe the balloons. Do both bulge? Do they bulge equally?
- Equal water heights
- Equal balloon bulges
- Pressure depends on height
- Yes — water spurts out of holes made in the sides of a bottle.
- So liquids press not only on the bottom but also on the sides.
- In fact, liquids exert pressure in all directions.
In this Activity, we will check whether a liquid presses on the side walls of its container.
2. Seal the holes with tape and fill the bottle with water.
3. Remove the tape from all holes at the same time.
4. Observe what happens.
- Water jets out the sides
- Liquid presses sideways too
- Pressure acts all directions
- The base of a dam is much broader than its top.
- Stored water presses horizontally on the side walls and vertically on the floor.
- The horizontal pressure is very large near the bottom.
- So the base is made broad to withstand this pressure.
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Define pressure and give its SI unit.
View Answer
Pressure is force per unit area; its SI unit is N/m², also called the pascal (Pa). -
Why do broad straps feel more comfortable?
View Answer
They spread the weight over a larger area, reducing the pressure on the shoulders. -
A force of 100 N acts on 2 m². What is the pressure?
View Answer
\( \dfrac{100\ \text{N}}{2\ \text{m}^2} = 50\ \text{N/m}^2 \). -
On what does the pressure of a liquid column depend?
View Answer
On the height of the column (not the width of the vessel). -
In how many directions do liquids exert pressure?
View Answer
In all directions — on the bottom and the sides.
- Pressure — The force acting per unit area, perpendicular to the surface (Pressure = Force ÷ Area).
- Pascal (Pa) — The SI unit of pressure, equal to one newton per metre squared (N/m²).