Answer:
Explanation:
We want to know the value of 
when 
From here, we can find the factors of the quadratic equation, we need two numbers that multiplied give -400 and added -30. Since they are factors of 400, we can choose -20x20 or -40x10. When adding -20 and 20 the result is zero, but the sum of -40 and 10 is -30. Then:
The solutions of the quadratic equation are
and 
:
Since is a positive integer:
The answer in the space provided is capacity plan. It is
because it is the one responsible of meeting the demands in terms for the
products or services by having to determine its capacity for these change to be
made.
Answer:
Advergame
Explanation:
An advergame is a game that is developed in conjuction with a corporate firm which contains advertisment of the products of the corporate firm as well as the firm itself.
In an advergame, adverts related to the corporate firm that has teamed up with the gaming company are displayed at stages or intervals as agreed upon by the corporate firm and the gaming company.
In the case of Chipotle, it developed a social game to help customers get coupons that can be redeemed at Chipotle stores all over. The scarecrow game is an advergame.
Cheers.
Answer:
import, subtract. export, added
Explanation:
The GDP equation is given by GDP = C + I + G + (X – M) where C is consumption, I investment, G is government expenditures and M are imports.
Since the bottle of wine was produced in France it had to be imported to Honduras to be consumed, imports enters the GDP equation with a minus sign. This implies imports are subtracted from the GDP equation. For a box of Honduras cigars to be consumed in Canada they had to be exported there, so these are counted as exports with enter the GDP equation with a plus sign. So exports are added.
Answer:
When a discount is given as 2/12, Net 32, it means that the customer is allowed a 2% discount if they pay off their purchase in 12 days. If they don't, they would have to pay off the full amount in 32 days.
The Cost of a firm's credit is calculated by the formula:
= Discount %/ ( 100% - Discount %) * (360/Allowed payment days - Discount days)
a. 2 / 12, Net 32
= (2%/ (100 - 2% )) * (360 / (32 - 12))
= 36.73%
b) 3/15, Net 36
= (3%/ (100 - 3% )) * (360 / (36 - 15))
= 53.02%
c) 2.5/18, Net 35
= (2.5%/ (100 - 2.5% )) * (360 / (35 - 18))
= 54.30%
d) 2.25/20, Net 38
= (2.25%/ (100 - 2.25% )) * (360 / (38 - 20))
= 46.04%
