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Grade upto college level Mechanics

Fig. shows a composite slab with dimensions 22.0 cm X 13.0 cm X 2.80 cm. Half of the slab is made of aluminum (density = 2.70 g/cm3) and half of iron (density = 7.85 g/cm2), as shown. Where is the center of mass of the slab?
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

Profile image of Amit Saxena
11 Years agoGrade upto college level
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1 Answer

Profile image of Navjyot Kalra
11 Years ago
232-2430_1.PNG 232-485_1.PNG