For each of the thin lenses (L1 and L2 ) shown in the fig
1/f_1a = (n-1)[(1/R1)+(1/R2)] = 0.0867
f1a = 11.53 cm
f1b = 11.53 cm..
B) 1/f1b = (1-n)/R2 = -0.5/8.6 = -17.2 cm...
f2b = 17.2 cm..
C) 1/f_1c = (n-1)[(1/R1)-(1/R2)] = -0.00925 ...
f_1c = -108.1 cm...
f2_c = 108.1 cm...
D) 1/f1d = (1-n)/R1 = -0.5/9.15..
f1d = -18.3 cm...
f2d = 18.3cm...
E) 1/f_1e = (1-n)[(1/R1)+(1/R2)] = -0.08977...
f1e = -11.13 cm...
f2e = -11.13 cm
Two converging lenses L1 and L2 have focal lengths of 28 cm and 15 cm , respectively. The lenses are placed 68 cm apart along the same axis, and an object is placed 52 cm from L1 (120 cm from L2 ). Where is the image formed relative to L2 ? What is its magnification?
For Language L1 and L2 prove or disprove (L1 union L2)*=L1* intersection L2*
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Need it urgently only part 6. neat and clean pls. Ft) G 81 L1 L2 TII Fig. 1: Crane with articulated arm Problem1 Consider the crane-like system in Fig, 1. The two bars constituting the double pendulum are rigid bars of total masM and M2 and thickness d 6. Plot the configurations of the system corresponding to the mode shapes Ft) G 81 L1 L2 TII Fig. 1: Crane with articulated arm Problem1 Consider the crane-like system in Fig, 1....
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