STEM is Science, Tech, Engineering, and Math
Answer:
In his traditional role Finance
Manager is responsible for
Select one:
a
Running the business smoothly
b
Proper utilisation of the funds
c
Arranmgement of financial
resources
d
Efficient management of cash
Explanation:
In his traditional role Finance
Manager is responsible for
Select one:
a
Running the business smoothly
b
Proper utilisation of the funds
c
Arranmgement of financial
resources
d
Efficient management of cash
Answer:
1. Trade off
2. Opportunity cost
3. Cost-benefit analysis
4. Diminishing marginal utility
Explanation:
1. Giving up one benefit or advantage to gain another regarded as more favorable is called trade-off. Every economic decision involves some trade-off.
2. Opportunity cost is the second-best alternative or value of the alternative, that must be given up when making a choice. Because of scarce resources with alternative uses allocation of resources involves some opportunity cost.
3. Cost-benefit analysis can be defined as the process of examining the benefits and costs of each available alternative in arriving at a decision. Resources are allocated efficiently if the cost incurred and benefit earned is equal.
4. As we go on increasing the quantity consumed of a product, the marginal utility or satisfaction earned from its consumption goes on decreasing. This is called diminishing marginal utility.
Answer:
Present value= $62,722.875≈ $62,723
Explanation:
To calculate present value use this formula
Present value= Yearly payment*{[1-(1+rate)^-period]/rate}
Present value= 8,500*{[1-(1+0.11)^-16]/0.11}
Present value= 8,500* {0.8117/0.11}
Present value= 8500*7.379= $62,722.875
The correct answer is option (b) False.
Differentiation:
Differentiation is a technique for determining a function's derivative. Differentiation is a mathematical procedure for determining the instantaneous rate of change of a function depending on one of its variables.
Explanation:
Given:
A statement is given "If f is continuous on
[a,b], then ddx(∫baf(x)dx)=f(x)".
The objective of the question is to determine whether the statement is true or false and why.
It is known that the value of a definite integral of a function is always a constant. So, ∫baf(x)dx
is a constant.
It is also known that the derivative of a constant is always equal to 1. Therefore, the correct equation is ddx(∫baf(x)dx)=1.
Thus, the given statement is false.
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