The same rectangular flag with dimensions given is arranged in different orientations. The options have a different base and corresponding height combinations. Pick the option in which all of the combinations are correct.
The same rectangular flag with dimensions given is arranged in different orientations. The options have a different base and corresponding height combinations. Pick the option in which all of the combinations are correct.
The correct option is C 1: AB-a; 2: AD-b; 3: BC-b
What is the height of the figure? This question can’t be answered without knowing according to which base, height is being asked. That’s why the term corresponding height. Height always corresponds to a base.
Going by the above logic, in fig. 1, corresponding to AB, the corresponding height is AD or BC i.e. ‘a’. Similarly in fig.2, corresponding to AD, it is AB or CD i.e. ‘b’. Fig. 3 is a tricky one. Though it looks like the height is ‘c’, it is not so. For base BC, the height can be determined by putting the figure as shown below.
So, for BC height is ‘b’.
1: AB-a; 2: AD-b; 3: BC-b
What is the height of the figure? This question can’t be answered without knowing according to which base, height is being asked. That’s why the term corresponding height. Height always corresponds to a base.
Going by the above logic, in fig. 1, corresponding to AB, the corresponding height is AD or BC i.e. ‘a’. Similarly in fig.2, corresponding to AD, it is AB or CD i.e. ‘b’. Fig. 3 is a tricky one. Though it looks like the height is ‘c’, it is not so. For base BC, the height can be determined by putting the figure as shown below.
So, for BC height is ‘b’.
