Answer:
tell the cops and sue her hopefully if you win you could get money
Answer: $112,000
Explanation:
Jimmy is able to withdraw the entire $112,000 tax-free.
This is because to be able to Withdraw tax-free, one must have deposited money in the IRA for a minimum of 5 years and the person must be at least 59.5 years of age.
Those 2 criteria are met by Jimmy who deposited for 18 years and is now aged 65.
Answer:
e. $153,156
Explanation:
From 9/1/14, he needs $50,000 every year for 4 years to fund the tuition fees. Therefore, present value of the amount needed at 9/1/14 using the Present value of annuity due formula
= 50,000 * {1+ (1/(1.05)^4) } / 0.05 * (1.05)
= $186,162
$186,162 is the amount needed after 4 years. Amount you need to invest today to have this amount in four years = $186,162/(1.05)^4 = $186,162/1.21550625 = $153,156.40
Answer:
Please consider the following explanation
Explanation:
Vaseline can improve its financial performance by doing some product differentiation, as the rest 15% are also selling petroleum jelly but at much lower costs than Vaseline, and to convince its customers to spend extra bucks to buy Vaseline, it needs to provide something extra.
Vaseline can incorporate extra ingredients like aloevera, or turmeric, etc, i.e. the beauty or health fashions prevalent in the market this information can be obtained by a thorough research of the beauty blogs available online.
Once the product has something extra, Vaseline can go ahead and market its product better based on the benefits of the product differentiation, and hence steam away market from the remaining 15% and increase its financial performance.
Answer:
the inventory to be purchased next month is $123,000
Explanation:
The computation of the inventory to be purchased next month is shown below:
= Cost of goods sold + closing inventory - opening inventory
= $125,000 + $6,000 - $8,000
= $123,000
hence, the inventory to be purchased next month is $123,000
We simply applied the above formula so that the purchase value of the inventory could come
