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{"ops":[{"insert":"1. Illustrate the stress and strain of solids.\n 2. What do you mean by the Young\u2019s modulus for steel is \ud835\udc80 = \ud835\udfd0. \ud835\udfce \u00d7 \ud835\udfcf\ud835\udfce\ud835\udfcf\ud835\udfcf \ud835\udc75\ud835\udc8e\u2212\ud835\udfd0 ? Explain briefly. \n3. Gold has a face centered cubic unit cell and has the density \ud835\udfcf\ud835\udfd7. \ud835\udfd1 \ud835\udc88 \ud835\udc84\ud835\udc8e\u2212\ud835\udfd1 . Calculate the length along an edge. (\ud835\udc34\ud835\udc62 = 197 \ud835\udc54 \ud835\udc5a\ud835\udc5c\ud835\udc59 \u22121 ) \n4. Write down five real life applications of surface tension. \n5. A capillary tube with an inside diameter of \ud835\udfd3\ud835\udfd2\ud835\udfce \ud835\udf41\ud835\udc8e can support a \ud835\udfcf\ud835\udfce\ud835\udfce \ud835\udc8e\ud835\udc8e column of liquid that has a density of \ud835\udfcf\ud835\udfd1\ud835\udfd3\ud835\udfce\ud835\udfce \ud835\udc8c\ud835\udc88\ud835\udc8e\u2212\ud835\udfd1 . If \ud835\udc89 = \ud835\udfce. \ud835\udfcf then is it possible to find the surface tension of the liquid? If not, then write down the reason. \n6. Write a short note on polymer materials and amorphous solid.\u00a0\n"}]}

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