Maggie can buy 3 gifts
Solution:
Total budget $19
Each gift costs $4
Shipping fee $7
a. Total budget — Shipping fee = $19 - $7 = $12
Maggie’s got $12 more
Each gift costs $4
Number of gifts that Maggie can buy = 
=3
b. Let x represent the number of gifts.
19 = 7 +4x
Subtract -7 from both sides
19 - 7= 7 + 4x - 7
Now Simplify,
12 = 4x
Divide both sides by 4
x = 3
Answer:
It cost $915,166.69
Explanation:
R=75,000
i=j/m, j=0.0525, m=1 - annually
i=0.0525
n=mt
n=20
An=R[1-(1+i)^-n] : i
An=(75,000x[1-(1+0.0525)^-20]) : 0.0525
An=$ 915,166.69
Answer:
B) $12,825
Explanation:
In order to calculate the worst case scenario of sales first we need to calculate the worst case for sales of units.
The Company estimates that 5,000 units will be sold with a 10 percent plus-or-minus range. So, let calculate the worst case for the sale of units, in this case being 90% of the 5,000 unit estimate. Calculate 90% of 5,000, and this gives us 4,500 units as the worst case scenario.
To calculate the the worst case scenario for price, lets use the $3.00 per unit estimated by the Company, and apply the same concept, however, taking into account that sales price has a 5 percent plus-or minus range. So we caclulate %95 of $3.00, and this gives us $2.85 as our worst case scenario for price.
Now, we take our worst case scenario for amount of units and price:
4,500 units x $2.85 = $12,825
$12,825 is the total dollar amount for the worst case scenario of this product.
Answer:
$20,000
Explanation:
GDP is the market value of <u>all final goods and
</u>
<u>services</u> produced within a country in a given period of time.
The GDP includes only the value of final goods, <em>the value of manufactured automobile in this question</em>, not the value of intermediate goods used in it, <em>the windshield, tires, and others.</em>
Reason: The price of intermediate goods (windshield, tires, CD player) is already included in the final price of $20,000.
Hence, GDP discourage to include these intermediate goods value as it will lead to double counting given that they're already included in final price of $20,000.
