A and B are two like parallel forces- A couple of moment H lies in the plane of A and B and is contained with them- The resultant of A and B after combining is displaced through a distance dfrac-2H-A-B-dfrac-H-A-B-dfrac-H-2-A-B-dfrac-H-A-B-

Question

Toppr Admin · Accepted Answer

Given-xA0-A and B are two like parallel forces-xA0-A couple of moment H liesin the Plane of-xA0-A and B and is contained with them-A-B-d-HSo the resultant of-xA0-A and Bafter combining is displaced through a distance-xA0-Hence the correct answer is d- H-A-B-

A and B are two like parallel forces. A couple of moment H lies in the plane of A and B and is contained with them. The resultant of A and B after combining is displaced through a distance
$\frac{2 H}{A - B}$
$\frac{H}{A + B}$
$\frac{H}{2 (A + B)}$
$\frac{H}{(A - B)}$

Given
$A$ and $B$ are two like parallel forces.
A couple of moment $H$ liesin the Plane of $A$ and $B$ and is contained with them.
$(A + B) d = H$
So the resultant of $A$ and $B$ after combining is displaced through a distance
Hence the correct answer is $d =$ $\frac{H}{(A + B)}$

A and B are two like parallel forces. A couple of moment H lies in the plane of A and B and is contained with them. The resultant of A and B after combining is displaced through a distance 2HA−BHA+BH2(A+B)H(A−B)

Given A and B are two like parallel forces. A couple of moment H liesin the Plane of A and B and is contained with them.(A+B)d=HSo the resultant of A and Bafter combining is displaced through a distance Hence the correct answer is d= H(A+B)

A and B are two like parallel forces. A couple of moment H lies in the plane of A and B and is contained with them. The resultant of A and B after combining is displaced through a distance
$\frac{2 H}{A - B}$
$\frac{H}{A + B}$
$\frac{H}{2 (A + B)}$
$\frac{H}{(A - B)}$

Given
$A$ and $B$ are two like parallel forces.
A couple of moment $H$ liesin the Plane of $A$ and $B$ and is contained with them.
$(A + B) d = H$
So the resultant of $A$ and $B$ after combining is displaced through a distance
Hence the correct answer is $d =$ $\frac{H}{(A + B)}$