Answer:
$8.20 per pound
Explanation:
The computation of the actual price per pound is shown below:
Material price variance = (Standard price per pound - Actual price per pound) × Actual quantity purchased
-$7,000 = ($8.00 - Actual price per pound) × 35,000
$8.00 - Actual price per pound = -$7,000 ÷ 35,000
Actual price per pound = $8.20 per pound
Hence, the actual price per pound is $8.20 per pound
We simply applied the above formula so that the correct value could come
And, the same is to be considered
People are often motivated to achieved anything. In the United States, personal success and professional achievement are important motivators is a true statement.
- The universalist assumption is based on the fact that the motivation process is universal and that all people are motivated to run after goals that they value.
Culture often affects specific content and goals, the specific nature of motivation is different in all cultures. in China, group affiliation; goal, social harmony are motivations for pursuing goals.
Learn more from
brainly.com/question/13132465
Answer:
The new EPS is $ 3.16
Explanation:
In order to compute the earnings per share after the share repurchase the shares repurchased must deducted from the weighted average number of share of 320,000 before repurchase so as to arrive at the number of shares eligible for the earnings after such repurchase.
The number of shares repurchased=$634,000/$62.97
= 10,068.29
The average weighted number of shares after repurchase is 309,931.71 (320,000-10,068.29)
EPS after repurchase=$980,000/309,931.71
=$3.16 per share
The linear equation that best fits the given data is
y = 19.19x + 213.53
after data processing
In week 20 and 21, the expected loading is
y = 19.19 (20) + 213.53 = 597.33
y = 19.19 (21) + 213. 53 = 616.52
The week when the load is 776 is
776 = 19.19x + 213.53
x = 29.3 ~ 30 weeks
Answer:
D. Consumption by $80 billion.
Explanation:
Marginal propensity to Save = 1 / MPS
= 1 / 0.2
= 5
= $20 billion × 5
= $100 billion
= $100 - $20
= $80 billion
Therefore, a $20 billion rise in investment spending will increase consumption by $80 billion.
