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A metallic bar is heated from 0oC to 100oC. The coefficient of linear expansion is 10-5 K-1. What will be the percentage increase in length?

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Important Questions on Thermal Properties of Matter

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A pendulum clock has an iron pendulum 1 m long αiron =10-5 oC-1. If the temperature rises by 10 °C, the clock
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Two rods having length l1 and l2, and made of materials with the linear expansion coefficient α1 and α2, respectively, were soldered together. The equivalent coefficients of linear expansion for the obtained rod is:

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The coefficient of linear expansion of crystal in one direction is α1 and that in every direction perpendicular to it is α2. The coefficient of cubical expansion is,
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The coefficients of linear expansions of brass and steel are α1and α2 respectively. When we take a brass rod of length l1 and a steel rod of length l2 at 0 oC, then the difference in their lengths l2-l1 will remain same at all temperatures if:
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The coefficient of linear expansion of steel and brass are 11×10-6 oC-1 and 19×10-6 oC-1, respectively. If their difference in lengths at all temperatures is to be kept constant at 30 cm, then lengths at 0 oC should be:
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If the length of a cylinder on heating increases by 2%, the area of its base will increase by:
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A uniform metal rod is used as a bar pendulum. If the room temperature rises by 10 °C, and the coefficient of linear expansion of the metal of the rod is 2×10-6 per °C, then the period of the pendulum will have percentage increase of,
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The volume of a solid decrease by 0.6%, when it is cooled through 50 °C. If coefficient of linear expansion is,