The term you are looking for is Divided Government.
The United States has been in a divided government for several decades but with the election of Trump the Republican party controls both the legislative and executive branch.
North Americans seem to be much more likely to have internal locus of control than people from Middle Eastern countries.
<u>Explanation:
</u>
An individual with an internal locus of control often holds his own self responsible for the results that he gets out of the works done by him. Alternatively, an individual with external locus of control believes that the results of his work are controlled by external factors.
North Americans are much more materialistic and unorthodox than the people of the Middle East. It is their habit to take more response on both their successes and failures. Whereas, the people from the middle east rest their faith on external factors like luck and God as much as on their efforts.
Answer:
Stage 3
Explanation:
On the <u>Stage 1</u> recruiter scans through resumes all applicants' resumes and shortlists them. On the <u>Stage 2</u>, he or she looks at shortlisted resumes in more detail and decides whom to invite for an interview.
Meanwhile, on the <em>Stage 3</em>, recruiter or another company's representative <em>uses applicants resume to formulate the first set of questions</em>. For example, about specific job related experiences or training applicant has.
We know that <span>L=Iω</span>
That is Angular momentum is equal to product of moment of inertia and angular velocity.
Now differentiating with respect to time,
<span>dL/dt=d(Iω)/dt</span>
But we know that the rate of change of angular momentum is equal to net external
torque i.e.
<span>
dL/dt=τ</span>
therefore
if no exterannal torque is acting on the body i.e. <span>
τ=0</span>then <span>d</span><span>L</span><span>/</span><span>d</span><span>t</span><span>=</span><span>0</span>
in other words
<span>d(Iω)/dt=0</span>
because <span>
dL/dt=d(Iω)/dt</span><span>
Hence angular momentum is conserved or angular momentun does not change with time if the net external force acting on the body is zero.
hope this helps</span>
