1. Find the number of degrees of freedom for Mechanism with higher pair (h20) in(l-6; j-8): (n=-2; n=-1;n=1;n%=2)

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1. Find the number of degrees of freedom for Mechanism with higher pair (h#0) in(l-6;
j=8): (n=-2; n=-1;n31;n%3D2)
2. What's called is a joint of two links that permit relative motion. (Kinematic pair;
Structure; Kinematic chine)
3. Find the number of degrees of freedom for Mechanism with higher pair (h=1) in(l=6;
j=8): (n=-2; n=-1;n=1;n%30)
Transcribed Image Text:1. Find the number of degrees of freedom for Mechanism with higher pair (h#0) in(l-6; j=8): (n=-2; n=-1;n31;n%3D2) 2. What's called is a joint of two links that permit relative motion. (Kinematic pair; Structure; Kinematic chine) 3. Find the number of degrees of freedom for Mechanism with higher pair (h=1) in(l=6; j=8): (n=-2; n=-1;n=1;n%30)
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