Three cylinders each of height 16 cm and radius of base 4 cm are placed on a plane so that each cylinder touches the other two. Then the volume of region enclosed between the three cylinders in cm3 is
A. 98(4 √3 - π)
B. 98(2 √3 - π)
C. 98( √3 - π)
D. 128(2 √3 - π)
Answer:D
Three cylinders each of height 16 cm and radius of base 4 cm are placed on a plane so that each cylinder touches the other two. Then the volume of region enclosed between the three cylinders in cm3 is
A. 98(4 √3 - π) B. 98(2 √3 - π) C. 98( √3 - π) D. 128(2 √3 - π)