Given:
Benefit from first policy = $20 million
Probability to get $20 million = 30%
Benefit from Second policy = $40 million
Probability to get $20 million = 70%
Find:
Expected value of the benefits:
Computation of expected value of the benefits:
Expected value of the benefits = Expected benefit from first policy + Expected benefit from Second policy
Expected value of the benefits = ($20 million × 30%) + ($40 million × 70%)
Expected value of the benefits = ($6 million) + ($28 million)
Expected value of the benefits = $34 million
Therefore, the expected value of the benefits from policies is $34 million.
Answer:
$10,527
Step by step Explanation:
Ist January to 31 August is 8 months
Therefore;
$54,000 x 12/8 = 81,000
15% x 50,000 = 7,500
25% x 25,000 = 6,250
34% x 6,000 = 2,040
7,500 + 6,250 + 2,040 = 15,790
Short period = 15,790 x 8/12 = $10,526.673.
Therefore The tax for this short period is $10,526.673 approximately $10,527
<span>The market refers to the buying and selling abilities within a ocal, state, or national economy.</span>
The net cash provided by operating activities using the indirect method would be: c. $50,000.
Net Cash From Operating Activities
Net income $45,000
Depreciation expense $9,000
Decrease in accounts payable ($2,500)
Decrease in inventory $3,000
Increase in accounts receivable ($4,500)
Net cash provided by operating activities $50,000
Inconclusion the net cash provided by operating activities using the indirect method would be: c. $50,000.
Learn more about operating activities here:brainly.com/question/25530656
Answer:
D. Networking ensures higher-paying jobs.
Explanation:
Networking is the act of interacting and sharing information between a group of people with common interests in various settings, such as the work environment, schools, and other social gatherings. When students attend the same school, they share common interests and goals. Networking among them would pave way for possible help in the future with regards to finding a job. But it would be wrong to assume that networking would be a guarantee for higher-paying jobs.
Networking would also help graduates from college to interact with people who have progressed farther in their career than they have. So, they can learn from their wealth of experience.
