Answer:
Instructions are listed below.
Explanation:
Giving the following information:
PV= $7,800
Regency Bank:
i= 0.5 percent per month
n= 19*12= 228
King Bank:
i= 6 percent annually
n=19
To calculate the final value of each bank we need to use the following formula:
FV= PV*(1+i)^n
Regency bank:
FV= 7,800*(1+0.005)^228= $24,319.61
King bank:
FV= 7,800*(1.06)^19= $23,599.68
Answer:
the answer is A
Explanation:
marginal revenue is revenue obtained from sale of extra unit of good,please email me on kennedychmb the domain is g mail as i cannot type the fulll address here but thats the ID
Answer:
The correct answer is d. $0.31 per client-visit; $24,766 per month.
Explanation:
The costs can be of fixed nature or a variable nature or of a mixed nature. A mixed costs contains a component of both fixed and variable costs. The high-low method is used to calculate the variable component per unit of a mixed cost. Th formula for high low method is:
Variable cost per unit = (Highest activity cost - Lowest activity cost) / (Highest activity level - Lowest activity level)
the highest activity is in June, 13400 client visits and the highest cost is also of this activity. The lowest activity is in August, 11207 client visits and the lowest cost belongs to this activity.
Variable cost per unit = (28920 - 28235) / (13400 - 11207)
Variable cost per unit = $0.31 rounded off to two decimal places
The fixed cost = Total cost - total variable cost
Taking 13400 activity,
The fixed component is = 28920 - (0.31 * 13400) = $24766 per month
Thus, the correct answer is d.
Answer:
Substitutes
Explanation:
The education services at the two universities are substitutes to each other. The cross price elasticity of substitute goods is positive which indicates that as the price of one good increases then as a result the demand for other good increases and if the price of one good decreases then as a result the demand for other good decreases.
Now, if there is an increase in the tuition fees at University A, hence, this will increase the price of educational services at University A. Therefore, this will lead to an increase in the demand for educational services at University B.
