If is resolved in two components such that the first is twice of other, the components are
Step 1: Given data
is resolved into two components such that the first is twice of the other.
We have to find the two components.
Step 2: Formula and solution
Let the two components be and such that and
Given, one component is twice the other.
Therefore,
Since and are components of vector ,
We get the value of components as
Therefore, Option C is correct.