A body is under the action of three forces `vecF_(1),vecF_(2)` and `vecF_(3)`. In which case the body cannot undergo angular acceleration ? .

A body is at rest under the action of three forces, two of which are vecF_(1)=4hati, vecF_(2)=6hatj , the third force is

The resultant of the forces vecF_(1) = 4hati-3hatj and vecF_(2) = 6hati + 8hatj is

The resultant of the forces vecF_(1) = 4hati-3hatj and vecF_(2) = 6hati + 8hatj is

The resultant of the forces vecF_(1)=4hati-3hatj and vecF_(2)=6hati+8hatj is

Which is the greatest force among the three force vecF_1 , vecF_2 , vecF_3 as shown below?

If three forces vec(F_(1)),+vec(F_(2))andvec(F_(3)) are represented by three sides of a triangle and vec(F_(1))+vec(F_(2))=-vec(F_(3)) , then these three forces are concurrent forces and satisfy the condition for equilibrium . Statement II : A triangle made up of three forces vecF_(1),vecF_(2)andvecF_(3) as sides taken in the same order ,satisfy the condition for translatory equilibrium . In the light of the above statements ,choose the most appropriate answer from the options given below :

Compare the components of vector equation vecF_(1)+vecF_(2)+vecF_(3)=vecF_(4) .