Answer:D. Nonprofit organizations often have a commitment to the specific set of interests and values of their members, and therefore should be excluded from emergency management planning efforts.
Explanation: Non-profit organizations are mainly organizations that are committed to the common good of the Local community,State or Country where they are located. Some are known to have influences spread across countries and continents like the BILL AND MELINDA GATES FOUNDATION known to be present in most countries of the world. They should be involved and engaged in emergency Management planning and project execution as they are not meant to make profit but to serve the majority of people.
Answer:
Explanation:
check the file attached for full explanation
Answer: $2,450
Explanation:
Discount terms of 2/10, n/30 mean that if the customer was to pay off their balance within 10 days, they would get a discount of 2%. If they couldn't, they would pay the total in 30 days.
Net goods sold = Sales - sales returns
= 3,000 - 500
= $2,500
Amount to be paid including discount = 2,500 * ( 1 - 2%)
= $2,450
Tortilla chips are most likely Convenience <span>products since they are purchased with little shopping effort.
Convenience products refer to the type of products that bought by the customers without proper plannings Usually these type of products are cheap, fast to consume, and ordered in a pretty large quantity., </span>
Answer:
The two location will have the same total cost for a volume of 40 items.
Explanation:
The cost function C for the alternatives in terms of the variable cost V and the fixed cost F, being x the selling items, can be expressed as:
C = F +V.x
Thus for the alternatives A and B the corresponding cost function Ca and Cb will be:
Ca = Fa + Va.x
Cb = Fb + Vb.x
Replacing the fixed and variables values for eahc alternatives:
Ca = 100,000 + 13,000x
Cb = 300,000 + 8,000x
By equalling the cost:
Ca = Cb
100,000 + 13,000*x = 300,000 + 8,000*x
13,000x -8,000x = 300,000 - 100,000
5,000x = 200,000
x = 200,000 / 5,000 = 40
The cost functions will be equal for a 40 volume of items.