Answer:
b.$12,990
Explanation:
Calculation to determine the amount debited to Work in Process for factory overhead in August, assuming a factory overhead rate of 30% of direct labor costs
Using this formula
Overhead applied = Direct labor cost * Predetermined overhead rate
Let plug in the formula
Overhead applied= 43,300 * 30%
Overhead applied= $12,990
Therefore the amount debited to Work in Process for factory overhead in August, assuming a factory overhead rate of 30% of direct labor costs is $12,990
Answer:
c) Adding additional project resources to the project
Explanation:
Falling behind schedule is something that needs to be avoided or dealt with promptly and systematically
Crashing is the technique to use when fast tracking has not saved enough time on the project schedule. You use crashing to save resources to the project for the least cost possible. Anyhow, crashing is expensive because more resources are added to the project.
References:
Dave. “A Step-by-Step Process of Dealing with a Project That Is Falling behind Schedule.” MyClientSpot Blog, 10 Sept. 2015
Monnappa, Avantika. “Project Management Learning Series: Fast Tracking Versus Crashing.” Simplilearn.com, Simplilearn, 27 Sept. 2019,
Answer:
The multiple choices are
a. $240,000
b.
$228,000
c.
$216,600
d.$205,770
e.
$0
The correct option is E,$0
Explanation:
The funding required from equity is 40% of the projected capital budget of $2000,000 which is expected to be from the profit attributable to stockholders since new issue of shares is not contemplated.
In other words, dividends payable to shareholders is the net income less their counter funding of the project which is computed below:
residual dividends=net income-(equity%*capital outlay)
residual dividends=$300,000-(40%*$2000,000)
=$300,000-$800,000=$0
In essence the $300,000 is not even enough as funds expected from equity less alone paying excess as dividend
Set savings and debt payoff goals
Answer:
The current share price is $71.05
Explanation:
P3 = D3(1 + g)/(R – g)
= D0[(1 + g1)^3](1 + g2)/(R – g)
= [$1.45*(1.20)^3(1.08)]/(0.11 – 0.08)
= $90.20
The price of the stock today is the PV of the first three dividends, plus the PV of the Year 3 stock price given by:
P0 = $1.45(1.20)/1.11 + $1.45[(1.20)^2]/1.112 + $1.45[(1.20)^3]/1.113 + $90.20/1.113
= 1.568 + 1.695 + 1.832 + 65.958
= $71.05
Therefore, The current share price is $71.05
