Computer chips (Fig. 1–13) etched on circular silicon wafers of thickness 0.300 mm are sliced from a solid cylindrical silicon crystal of length 25 cm. If each wafer can hold 100 chips, what is the maximum number of chips that can be produced from one entire cylinder? Multiply the number of chips per wafer times the number of wafers that can be made from a cylinder. ( 100 chips wafer ) ( 1 wafer 0.300 mm ) ( 250 mm 1 cylinder ) = 83 , 000 chips cylinder
Computer chips (Fig. 1–13) etched on circular silicon wafers of thickness 0.300 mm are sliced from a solid cylindrical silicon crystal of length 25 cm. If each wafer can hold 100 chips, what is the maximum number of chips that can be produced from one entire cylinder? Multiply the number of chips per wafer times the number of wafers that can be made from a cylinder. ( 100 chips wafer ) ( 1 wafer 0.300 mm ) ( 250 mm 1 cylinder ) = 83 , 000 chips cylinder
Computer chips (Fig. 1–13) etched on circular silicon wafers of thickness 0.300 mm are sliced from a solid cylindrical silicon crystal of length 25 cm. If each wafer can hold 100 chips, what is the maximum number of chips that can be produced from one entire cylinder?
Multiply the number of chips per wafer times the number of wafers that can be made from a cylinder.
A sphere of radius r has surface area A = 4πr and volume V = (4/3) πr .
If the radius of the sphere 2 is double the radius of sphere 1, what is the ratio of (i) the areas, A2/A1 and (ii) the volumes, V2/V1?
For the Multiplication of 4.212m divided by 7.60m, the results should be reported with how many significant figures?
a) Two
b) Four
c) Three
d) One
e) Seven
American football is played on a 100-yd-long field, excluding the end zones. How long is the field in meters?(Assume that 1 m = 3.281 ft.)
Chapter 1 Solutions
Physics For Scientists & Engineers With Modern Physics, Volumes 2 & 3 (4th Edition)
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