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NEW QUESTION: 1
What happens when you attempt to compile and run the following code?
#include <iostream>
using namespace std;
class complex{
double re;
double im;
public:
complex() : re(0),im(0) {}
complex(double x) { re=x,im=x;};
complex(double x,double y) { re=x,im=y;}
void print() { cout << re << " " << im;}
};
int main(){
complex c1(1,2);
c1.print();
return 0;
}
A. It prints: 1 0
B. It prints: 1 2
C. Compilation error
D. It prints: 1 1
Answer: B
NEW QUESTION: 2
ALL of the following are requirements of an efficient market EXCEPT
I). continuous analysis.
II). predictable arrival of news and information.
III). swift price adjustment to new information.
IV). low barriers to transactions and arbitrage.
A. I and II.
B. III and IV.
C. II only.
Answer: C
Explanation:
New information should arrive randomly otherwise markets would not reflect all available information and informed traders would exploit uninformed traders or investors.
NEW QUESTION: 3
Dandy Product's overall weighted average required rate of return is 10 percent. Its yogurt division is riskier than average, its fresh produce division has average risk, and its institutional foods division has below- average risk. Dandy adjusts for both divisional and project risk by adding or subtracting 2 percentage points. Thus, the maximum adjustment is 4 percentage points. What is the risk-adjusted required rate of return for a low-risk project in the yogurt division?
A. 10%
B. 14%
C. 6%
D. 12%
E. 8%
Answer: A
Explanation:
Explanation/Reference:
Explanation:
k(YD) = 10% + 2% = 12%.
However, for a low-risk project, Dandy Product subtracts 2 percentage points. Therefore, the required rate of return is 10 percent.
k(YD,Low risk project) = 10% + 2% - 2% = 10%.