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The set of double-reduction gears shown is driven by a pinion (Gear A) with a module of 1.5 mm, which rotates at 3600 rpm and has a pitch-line velocity of 4.52 ms. The second set of gears (Gears C and D) has a pitch-line velocity of 0.78 ms1 and a module of 2.5 mm. Given that the reduction ratio between the Gears A and B is to be 12:1, and the reduction ratio between A Gears C and D is to be 10:1. Determine the number of teeth on each gear. (Module is equivalent to Pd/N;)

The set of double-reduction gears shown is driven by a pinion (Gear A) with a module of 1.5 mm, which rotates at 3600 rpm and has a pitch-line velocity of 4.52 ms. The second set of gears (Gears C and D) has a pitch-line velocity of 0.78 ms1 and a module of 2.5 mm. Given that the reduction ratio between the Gears A and B is to be 12:1, and the reduction ratio between A Gears C and D is to be 10:1. Determine the number of teeth on each gear. (Module is equivalent to Pd/N;)

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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The set of double-reduction gears shown is driven by a pinion (Gear A) with a module of 1.5 mm, which rotates at 3600 rpm and has a pitch-line velocity of 4.52 ms1. The second set of gears (Gears C and D) has a pitch-line velocity of 0.78 ms and a module of 2.5 mm. Given that the reduction ratio between the Gears A and B is to be 12:1, and the reduction ratio between Gears C and D is to be 10:1 Determine the number of teeth on each gear. (Module is equivalent to Pd/N;)
Transcribed Image Text:The set of double-reduction gears shown is driven by a pinion (Gear A) with a module of 1.5 mm, which rotates at 3600 rpm and has a pitch-line velocity of 4.52 ms1. The second set of gears (Gears C and D) has a pitch-line velocity of 0.78 ms and a module of 2.5 mm. Given that the reduction ratio between the Gears A and B is to be 12:1, and the reduction ratio between Gears C and D is to be 10:1 Determine the number of teeth on each gear. (Module is equivalent to Pd/N;)
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