Answer:
Increase; Increase
Explanation:
A government budget surplus from reduced government spending (no change in net taxes) will increase the level of investment in the economy and increase the level of total saving (private plus public) in the economy
Answer:
$61.60
Explanation:
Equity funding need = Projected assets - Projected liabilities - Current equity - Projected increase in retained earnings
Equity funding need = $2,739 - $561 - $1,980 - $136.40
Equity funding need = $61.60
<u>Workings</u>
Projected assets = (Current assets + Fixed assets) * 1.10 = 820+1,670 * 1.10 = $2,739
Projected liabilities = Current liabilities * 1.10 = 510 * 1.10 = $561
Current equity = Current assets + Fixed assets - Current liabilities = 820 + 1,670 - 510 = $1,980
Projected increase in retained earnings = Sales*5% * 1.10 = $2,480*5% * 1.10 = 124*1.10 = $136.40
Answer:
b. 8.225%
Explanation:
The rate formula will be used to solve this question.
Please note that the NPER represents the time value.
Where;
Present value is $754.08
Let's assume that the face value is $1,000
PMT= 1,000 x 7.25% ÷2
=$36.25
NPER= 9 years x 2
= 18 years
The formulae is therefore
Rate(NPER,PMT,-,PV,FV)
The value of the present value is negative.
a. The pretax would therefore be 11.75%
b. After tax cost of debt would be ;
Pretax cost of debt x (1 - tax rate)
11.75% x (1 - 30%)
11.75% x (1 - 0.03)
=8.225%.
Answer:
A. 4; 3.83 units per hour
B. Increases by 4.44%.
Explanation:
Given that,
Current period:
Output = 160 units
Input = 40 hours
Previous period:
Output = 138 units
Input = 36 hours
A. Current period productivity:
= Current period output ÷ Current period input
= 160 units ÷ 40 hours
= 4 units per hour
Previous period productivity:
= Previous period output ÷ Previous period input
= 138 units ÷ 36 hours
= 3.83 units per hour
B. Percentage change in worker's productivity:
= [(change in productivity) ÷ Previous period productivity] × 100
= [(4 - 3.83) ÷ 3.83] × 100
= (0.17 ÷ 3.83) × 100
= 0.0444 × 100
= 4.44%
Therefore, the worker's productivity increases by 4.44%.
Answer:
Not to leave previous job.
Explanation:
- First of all, the question is that what he will lose after leaving the job?
- His earning per year is equal at both sides, still what's the opportunity cost for him?
<em>The answer is simple,</em> he may earn equal but if looked at it in a bigger picture he is losing 401k retirement plan and It is his opportunity cost. He may regret this after leaving the job.
