Answer:
He is trying to analyze the Gizell's Product life cycle
Explanation:
Product life cycle is the cycle which is the progression of the item through or via 4 stages of its time on the market. The 4 stages are Growth, Decline, Maturity and Introduction.
In this case, David is scrutinizes the sales records of Gizell and the profits which garmers from its sales. He is trying to analyze the product life cycle.
<span>Family A: marginal rate 20%, average rate 10%</span><span>
Family B: marginal rate 40%, average rate 23% </span><span>
The marginal tax rate is the rate paid on the last dollar of income; this would be whatever tax bracket the family is in. The average price is the total tax divided by the total revenue. </span><span>
Family A: </span><span>
</span><span>
total income $40,000: this includes $10,000 at 0%, $20,000 at 10% (tax of $2,000), and $10,000 at 20% (tax of $2,000). The last rate paid is 20% so that is the marginal rate; the total tax paid is $4,000, divide that by $40,000 total income, that is the average rate. </span><span>
Family B: </span><span>
</span><span>
total income $100,000: this includes $10,000 at 0%, $20,000 at 10% (tax of $2,000), $20,000 at 20% (tax of $4,000), $30,000 at 30% (tax of $9,000), and $20,000 at 40% (tax of $8,000). The last rate paid is 40% so that is the marginal rate; the total tax paid is $23,000, divide that by $100,000 total income, that is the average rate.</span>
Answer:
He must consider promotions to achieve higher sales to achieve the targets. To do this he must assess whether his branch is able to handle this increased sales and that promotional cost doesn't outweighs the benefits arising from the increased sales. Jorge must also polish the sales team's behaviour with the customer and must provide its customers with a pleasant environment which increases the appetite of their customers.
Answer:
The length of time = 12 years
Explanation:
<em>The number of years the case would be determines the length time it takes the present value of annuity of 17,000 to equate the initial cost </em>
Initial cost = A× (1- (1+r)^(-n)/r =
A- 17,000, r- 13%, n - ?
So we will need to work out the value of " n"
100,000 = 17,000 × 1- 1.13^(-n)/0.133
100,000/17,000 =1- 1.13^(-n)/0.13
5.88235 ×0.13 = 1- 1.13^(-n)
n = 12
The number of years is approximately 12 years
The length of time = 12 years
