Answer:
the store rent that should be allocated in department 3 is $100000
Explanation:
if we assume that we charge the rent per square feet occupied, then we can say
department rent = charge per square feet* number of square feets
r = k*sf
also if
total rent = rent department 1 + rent department 2 + rent department 3
r total = r1 + r2 + r3 = k*sf1 + k*sf2 + k*sf3 = k*( sf1 + sf2 + sf3)
k= r total / ( sf1 + sf2 + sf3)
replacing values
k = $200000/(15000 sq.ft + 10000 sq.ft +25000 sq.ft ) = $ 4 per sq.ft
thus for department 3
r3 = k* sf3= $ 4 per sq.ft * 25000 sq.ft = $100000
rent department 3 = $100000
Answer:
The algebraic formulation of the constraint is 4X+2Y ≤ 100
Explanation:
The algebraic formulation of the constraint is shown below:
Given that
The number of hours taken per unit of x is 4 hours
And the number of hours taken per unit of x is 2 hours
And, the maximum hours available is 100
Now based on the above information
The algebraic formulation of the constraint is
= 4X+2Y ≤ 100
hence, the same is to be considered
Answer:C
Explanation: this quantity is allocatively inefficient because the marginal cost of producing the last lawnmower exceeds the marginal benefit to consumers.
Answer:
Shopping product
Explanation:
Shopping products refer to those products which require considerable time, efforts in research, discussions and opinions and which are not purchased frequently.
Such products are purchased after careful evaluation of all the alternatives available to an individual and after comparison of prices and offers.
Consumers in such cases take considerable time in arriving at the buying decision, whether to buy or not, or to delay such purchases. Such purchases require research and significant efforts on part of the consumer.
Answer:
C. Software as a service
Explanation:
(Leinsta can only use SOFTWARE provided by Serios as a SERVICE
