Answer:
Would unregulated markets produce too much or too little of Good X and Good Y, compared to the efficient output levels for these products?
Explanation:
Good X: Too Little
Good Y: Too Much
Answer:
A, B and D
Explanation:
Expanding the money supply is an exercise of expansionary monetary policy.
This decision will first allow our tech startup to acquire cheaper loans and expand our operations, this expansion in operations will result in new employment opportunities and hence as a result, unemployment will be reduced assuming this is a general trend in the economy.
This decision also directly reflects an increased investment and hence the GDP on the whole and the investment part of GDP would both increase,
GDP = C + I + G + (X - M), where I = investment.
This change in macro economy will increase aggregate demand due to expansionary effects. Increase in imports is not conclusive as it may or may not happen depending upon the demand state.
Hope this helps.
Answer:
$4.67 per share
Explanation:
The calculation of the diluted earning per share is given below:
= (Total income - preference dividends) ÷ (outstanding shares + diluted shares)
where,
Total income is $50,000
Outstanding shares is 10,000
And, the diluted shares is computed by following calculations
Amount paid towards shares = Options issued × Exercise price per share
= 1,000 × $6
= $6,000
And,
Value of options = Amount paid towards shares ÷ Current market price
= $6,000 ÷ $20
= 300
Therefore,
Diluted shares is
= Options issued - value of options
= 1,000 - 300
= 700
So Diluted Earnings per share is
= ($50,000) ÷ (10,000 + 700)
= $4.67 per share
Answer:
discount yield=7.17%
bond equivalent yield=7.34%
effective annual yield =7.64%
Explanation:
Discount yield =discount /face value*360/t
where t is the number of days to maturity
discount =face value -issue price
discount=100-97.63
discount=2.37
discount yield =2.37/100*360/119
discount yield=7.17%
bond equivalent yield=(1+periodic yield)^360/t-1
periodic yield =discount/face value=2.37/100=2.37%
bond equivalent yield =(1+2.37%)^(360/119)-1
bond equivalent yield=7.34%
effective annual yield=(1+HPY)^365/t-1
Holding period yield (HPY)=discount/price=2.37/97.63
HPY=2.43%
effective annual yield=(1+2.43%)^(365/119)-1
effective annual yield =7.64%
