Flag Vectors> Vectors problems...
question mark

1.) A rigid body is rotating at 2.5 rad/sec about an axis AB,where A and B are the point (1,-2,1) and (3,-4,2).Find the velocity of the particle P of the body at thepoint(5,-1,-1).? ^ ^^ ?^ ^^?^^^2.)If a=i+j-2k,ß=-i2j+3k, y=5i+0j+8k,then determine the scalars c and d???suchthat y-ca-dß is perpendicular toboth a and ß.?3.)If r=a cost i +a sint j+at tan ak,then??find values of |(dr/dt)*(d²r/dt²)|???and(dr/dt)*(d²r/dt²)*(d^3r/dt^3).4.)Find the equations of the tangent plane and normol line to the surface xyz=4 at the point i+2j+2k.5.)prove that (?*B dv= (n*B ds.vs

PRADEEP KUMAR , 14 Years ago
Grade
anser 3 Answers
vikas askiitian expert

Last Activity: 14 Years ago

for this problem we need a perpendicular distance from point (5,-1,-1) to the axis AB..

drs of line AB are 2i -2j +k

eq of AB can be written as

                 r = i -2j +k + k(2i -2j +k) .........................1

now find general point in this line ,then find drs of line through this point and (5,-1,-1)

since AB and this line are perpendicular so dot product of drs is 0..

now u will get value of k for find this general point and by distance formula find perpendicular

distance...let dis distance is r..

then velocity at this point=wr

 

Hammad Ahmad

Last Activity: 2 Years ago

 A rigid body is rotating at 2.5 rad/sec about an axis AB,where A and B are the point (1,-2,1) and (3,-4,2).
Find the velocity of the particle P of the body at the point(5,-1,-1).
 

Hammad Ahmad

Last Activity: 2 Years ago

A rigid body is rotating at 2.5 rad/sec about an axis AB,where A and B are the point (1,-2,1) and (3,-4,2).
Find the velocity of the particle P of the body at the point(5,-1,-1).

Provide a better Answer & Earn Cool Goodies

Enter text here...
star
LIVE ONLINE CLASSES

Prepraring for the competition made easy just by live online class.

tv

Full Live Access

material

Study Material

removal

Live Doubts Solving

assignment

Daily Class Assignments


Ask a Doubt

Get your questions answered by the expert for free

Enter text here...