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The capacitance of a capacitor between` 4//3` times its original value if a dielectric slab of thickness `t=d//2` is inserted between the plates (d is the separation between the plates). What is the dielectric consant of the slab?A. 6B. 8C. 2D. 4 |
Answer» Correct Answer - C Original capacity, `C_(0)=(epsilon_(0)A)/(d)` On introducing dielectric slab of thickness d/2, the capacity becomes `C=(epsilon_(0)A)/((d-(d)/(2))+2(d)/(2K))=(epsilon_(0)A)/((d)/(2)(1+(1)/(k)))` `"As "C=(4)/(3)C_(0)` `therefore" "(epsilon_(0)A)/((d)/(2)(1+(1)/(k)))=(4)/(3)(epsilon_(0)A)/(d)rArr 1+(1)/(k)=(3)/(2) rArrK=2` |
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