Answer:
b- $2,400
Explanation:
The computation of the amount that should be recorded is given below:
= 3 months rent ÷ number of months
= $7,200 ÷ 3 months
= $2,400
Hence, the amount of rent that should be recorded is $2,400
Therefore the option b is correct
The same should be considered
Answer:
Systematic management
Explanation:
Systematic management is an approach of management which focus on the process of the management instead of the final outcome. The objectives of this approach to the management are:
To establish the particular procedures and processes to be used in the completion of the job task.
So, the systematic management is the one which focus on the internal operations as managers are concerned with the growth brought about through the Industrial Revolution.
Explanation:
1. If butter complements margarine for instance, and there occurs a sudden increase in the price of butter leading to lower demand, this would affect the demand for margarine negatively leading to a fall in the demand for margarine.
2. If this goods are substitutes the demand for butter will increase when the price of margarine rises.
This is because it is only natural for people to switch to the next best alternative (substitute) that fills the same purpose or needs.
3. Remember Ice cream and ice cream cones complementary goods; meaning the demand for one increases the demand for the other and vice versa.
4. If the price of ice cream increases, demand would also decrease for ice cream as consumers are usually sensitive to price.
This decrease in the demand for ice cream would also affect ice cream cones since they complement each other, leading to a decrease in the demand for ice cream cones.
Answer:
About the Lagrangian method,
We can use it to solve both consumer's utility maximization and firm's cost minimization problems.
Explanation:
Lagrangian method is a mathematical strategy for finding the maxima and the minima of a function subject to equality constraints. Equality constraints mean that one or more equations have to be satisfied exactly by the chosen values of the variables. Named after the mathematician, Joseph-Louis Lagrange, the basic idea behind the Lagrangian method is to convert a constrained problem into a Lagrangian function.