Question
If z=2+3i, then arg(z)=θ lies in which
quadrant?Solution
We are given a complex number: z =2+ 3i We are to determine the quadrant in which the argument θ=arg(z) lies. The complex number z=a+bi=2+3i corresponds to the point (2,3) in the complex plane , where:
- Real part = 2 (positive)
- Imaginary part = 3 (positive)
Which of the following functions has a degree of homogeneity not equal to unity?
The price elasticity of demand for good X is known to be twice that of good Y. Price of X falls by 5% while that of good Y rises by 5%. What is the perc...
According to the Mundell-Fleming model for a small open economy with flexible exchange rates, if the Federal Reserve cannot alter domestic int...
The graph that shows the relationship between the size of a tax and the tax revenue collected by the government is known as a
Money Multiplier is always
What is the Slope of the Straight line PPC curve between cloth and wheat?
Vaccination dose by some individuals benefits the individuals around them by reducing the pace with which the disease spreads. This is an example of whi...
Which school of economic thought suggested that one possible cause of inflation was a ‘push’ from the cost side?
 In the case of cost-push inflation, other things being equal:
CBDC concern for monetary policy transmission:
Relevant for Exams:
