Answer:
option (B) 0.012634
Explanation:
Data provided in the question:
Expected return Probability
16.5% 80%
-11.6% 20%
Now,
Mean return = ∑( Probability × Expected return )
= ( 0.8 × 16.5% ) + ( 0.2 × (-11.6%) )
= 13.2% - 2.32%
= 10.88%
Thus,
Variance = ∑(Probability × [ Expected return - Mean return ]² )
= 0.8 × ( 16.5% - 10.88% )² + 0.2 × ( -11.6% - 10.88% )²
= 0.8 × ( 5.62% )² + 0.2 × (-22.48%)²
= 0.8 × 0.0562² + 0.2 × 0.2248²
= 0.002526752 + 0.010107008
= 0.01263376 ≈ 0.012634
Hence,
The correct answer is option (B) 0.012634
Answer:
$149,000
Explanation:
The computation of the amount of net sales is shown below:
= Sales revenue - sales return & allowance - sales discount
= $156,000 - $2,000 - $5,000
= $149,000
We simply deduct the two items from the sales revenue so that the net sales revenue could be come and the same would be reported on the income statement
Answer:
units transferred to the next department = units in beginning wip + units started into production - units in ending wip
= 8400 + 52800 - 3700
= 57,500 units
Units completed and transferred out : Conversion
Units transferrd to the next deptt 57,500
cost per unit $9.56
Cost of units completed and transferred out $549,700
I think so this is your holiday homework and teachers are thinking that you are doing your self
Answer: Rites of initiation is a good thing at the workplace. The answer is explained further below.
Explanation:
Initiation is the rite of passage marking the entrance or acceptance into an organization, a group or a society. The rite of initiation I experienced at a place of work was when I worked as an intern for a firm and I was told that the rite of initiation was for me to sing my favourite song. I actually sang my favorite song and it was fun and I was welcomed into the organization and introduced myself.
I believe rites of initiation are important at the workplace. It helps to increase engagement, boost employee moral, and also foster a supportive culture. It also enable the organization reach its goals as the workers are united and work as a team.