Q1:- The radius of the dedundum circle of a gear is equal to:- * The pitch circle radius divided by the cosine of the pressure angle. The pitch circle radius divided by the sine of the pressure angle The pitch circle radius multiplied by the sine of the pressure angle. The pitch circle radius multiplied by the tan of the pressure angle. The pitch circle radius multiplied by the cosine of the pressure angle.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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W Messenger 1 v
تجمع الأوائل الثلاثه ع الأقسام
كاظم: والأوائل 67شنو وضعهم
أعجبني
Q1:- The radius of the dedundum circle of
a gear is equal to:- *
The pitch circle radius divided by the
cosine of the pressure angle.
The pitch circle radius divided by the sine
of the pressure angle
The pitch circle radius multiplied by the
sine of the pressure angle.
The pitch circle radius multiplied by the
tan of the pressure angle.
The pitch circle radius multiplied by the
cosine of the pressure angle.
Q3:- The increase of the contact ratio is
desirable in gearing design because of:- *
All of these
The number of teeth will be increased in
Transcribed Image Text:W Messenger 1 v تجمع الأوائل الثلاثه ع الأقسام كاظم: والأوائل 67شنو وضعهم أعجبني Q1:- The radius of the dedundum circle of a gear is equal to:- * The pitch circle radius divided by the cosine of the pressure angle. The pitch circle radius divided by the sine of the pressure angle The pitch circle radius multiplied by the sine of the pressure angle. The pitch circle radius multiplied by the tan of the pressure angle. The pitch circle radius multiplied by the cosine of the pressure angle. Q3:- The increase of the contact ratio is desirable in gearing design because of:- * All of these The number of teeth will be increased in
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