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Remember that while looking at the reading on a scale, we must keep our eyes in front of and in line with the reading to be taken. In case of a metre scale, it is not always possible to make the zero mark on the scale coincident with one end of the line to be measured. With repeated use, the ends of measuring scale get somewhat worn-out and ill defined. In such cases, we keep the metre-scale with any of its divisions other than zero coincident with one end of the line. Suppose we place the scale (ruler) in such a way that the two ends of the line segment coincides with 2.0 cm and 4.2 cm marks, respectively (Fig 1.4). Then, the length of the line segment is
4.2 cm – 2.0 cm = 2.2 cm
That is, it is the difference between the readings on a scale at its two ends.

The length of a line segment is the difference between the readings on a scale at its two ends


If we have to measure a larger length, such as length of a playground, we use a measuring tape that may be 10 m, 15 m or 50 m long.
Sometimes, we are required to measure very small lengths, say (less than 1 mm) like the diameter of a thin wire, the dimensions of fine machine parts, etc. We cannot use a metre scale for such measurements. For such distances, measuring instruments like the vernier callipers and the screw gauge are used. Vernier callipers, as shown in Fig 1.5, is an instrument used to measure the length or thickness of a solid body up to 0.01 cm accurately. A screw gauge as shown is Fig. 1.6, is an instrument used to measure the length or thickness of a solid body up to 0.001 cm. accurately However, each measuring instrument is limited to a certain accuracy of measurement which depends on its graduation. To measure the thicknessof a wire or a metallic sheet we require screw gauge.

Vernier calliper

 

Screw gauge

To measure large distances like the distance of your school from your house, or distance between two cities or the distance between the earth and moon, we use indirect methods of measurement. For example, to measure the distance between two cities, we will measure the average speed of certain vehicle, say a car, and the time taken by it to cover that distance. The product of the speed and time will give the required distance.

 

 
 
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