Note: Wrong Choice $=-20\%$

Select one or more:

A$.$ The minimum resultant of two vectors occur when they are perpendicullar

B$.$ The resultant of the given vectors is $55\mathrm{.}98N$

C$.$ The minimum resultant of two given vectors is $26\mathrm{.}00n$ and tris occurs when the vectors are parallel

D$.$ The minimum resultant of two given vectors is $26\mathrm{.}00n$ and this occurs when the vectors are antiparallel

E$.$ The Maximum resultant of the given two vectors could be $100\mathrm{.}00N$

F$.$ The Maximum resultant of the given two vectors could be $58\mathrm{.}00N$

G$.$ The Maximum resultant of the given two vectors can never be more than $58\mathrm{.}00N$