The effective annual rate is 8.33%.
we can calculate the effective nominal annual rate by using this formula;
r = e∧i - 1
e is the constant = 2.718
i = compounded annual nominal rate = 8% = 0.08
r = 2.718∧ (0.08) - 1
= 1.0833 - 1
= 0.0833 = 0.0833 x 100 = 8.33%
<h2>Establish a business environment that promotes and rewards is the choice which the Prime Minister likely to choose.</h2>
Explanation:
The motto here is to increase the wealth of the country.
Option 1: Invading other countries is unethical and also, it cannot assure that, Cantlivia will improve. The reason is the country which the option says is poorer than Cantlivia, so point of growth could be seen.
Option 2: Already the country economy is down, so purchasing new tools is not possible hence this option is invalid.
Option 3: We can increase wealth only by creating business and creating entrepreneurs. So this is the right choice.
Option 4: Creating a barrier will actually slow down wealth. So this option is not right.
Answer:
Answer C
Explanation:
If one of the variables is measured on dichotomous nominal scale, such as gender and other is measured on interval or ratio scale, than we use point biserial correlation coefficient. It will measure our initial hypothesis that there is a connection between the time spent on the phone, talking to your mother with gender. Later, if we would want to conclude how strong is this connection, we would use regression analysis.
Answer:
Presence or threat of trade barriers
Explanation:
If a company sees that a specific country has a presence or threat of trade barriers, the company will prefer to invest directly in foreign companies, instead of exporting.
This is because trade barriers, like tariffs or import quotas, will likely reduce the potential revenue that the company would get from exporting. It could reduce revenue so much as to make the company lose money.
Answer:
Explanation:
Block on the table m(A) = m1,
block on the cord m2,
the coefficient of static friction is k1=0.4,
the coefficient of kinetic friction is k2 =0.28
(a)
Block A:
T = F(fr) = k1 •N = k(s) • m1 •g,
Block B: T = m2•g.
k1 • m1 •g= m2•g,
m1 = m2/k(s) = m2/0.4.
(b)
Block A:
T = F(fr) = k2 •N = k2 • m1 •g,
Block B:
T = m2•g.
k2• m1 •g= m2•g,
m1 = m2/k2 = m2/0.28.