Answer:
The new cost of capital if this firm changes capital structure is 1.3
Explanation:
From the provided information:
All equity beta = 1
New D/E ratio = 0.5
Then, the new capital structure with levered beta is given by:
new capital structure = All equity beta *(1 + D/E*(1 - tax rate))
= 1*(1 + 0.5*(1 - 40%))
= 1.3
Therefore, The new cost of capital if this firm changes capital structure is 1.3
A person is poverty-stricken if they are considered to be very poor. A higher standard of living is not a typical pattern of behavior for a poverty-stricken person.
<h3>Who is poverty-stricken poverty?</h3>
A poverty-stricken person suffers from the effects of extreme poverty: Some beggars are impoverished and homeless.
There are few jobs for farmers who have moved to cities from poverty-stricken areas in search of work.
It is characterized by excessive indulgence, low self-regulation, exploitation of others, and limited motivation and effort.
Therefore, Option C is the correct answer that is A higher standard of living is not a typical pattern of behavior for a poverty-stricken person.
To learn more about poverty-stricken person, refer:
brainly.com/question/13671318
Answer:
Primary and secondary
Explanation:
Generally there are 5 types of socialisation.
1. Primary
2. Secondary
3.Anticipatory
4. Development
5. Resocialisation.
But the common are primary and secondary
Answer:
- <u>std rate $30.64</u>
- <u>efficiency variance $6,128.00</u>
Explanation:
We will work the rate variance to obtain the standard rate:

actual rate $29.20
actual hours 11,700
difference $1.44
rate variance $16,800.00

<u>std rate $30.64</u>
<u></u>
<u>Now we can solve for the labor efficiency variance:</u>
std hours 11700
actual hours 11500
std rate $30.64
difference 200
<u>efficiency variance $6,128.00</u>
The diference is positive, sothe variance is favorable.
Answer:
4.28 grams
Explanation:
The z score is used to determine by how many standard deviations the raw score is above or below the mean. The z score is given by the formula:

Given that:
P(x > 5.1 grams) = 5%, x = 5.1 grams, σ = 0.5 grams
P(x > 5.1 grams) = 5%
P(x < 5.1 grams) = 100% - 5% = 95%
P(x < 5.1) = 95%
From the normal distribution table, 95% corresponds with a z score of 1.645. Hence:
