Answer:
transformational leader
Explanation:
Based on the information provided within the question it can be said that Daniela's boss can be described as a transformational leader. This type of leadership style refers to leaders that work with their teams in order to identify and create a mental blueprint for change, as well as guide and inspire them to pursue and achieve this change. Which is what Daniela is saying about her boss as she describes him as motivating and inspiring.
According to the statement of cash flows, an increase in inventory will <u>D. decrease</u> the cash flow from <u>operatin</u>g activities.
<h3>What is the cash flow from operating activities?</h3>
The cash flow from operating activities represents the amount of cash a company receives from its operating or ongoing business activities.
An example of cash flow from operating activities includes cash received from the sale of goods.
The operating activities section is usually the first section depicted on a company's cash flow statement before the investing and financing activities sections.
Thus, according to the statement of cash flows, an increase in inventory will <u>D. decrease</u> the cash flow from <u>operatin</u>g activities.
Learn more about the statement of cash flows at brainly.com/question/735261
Answer:
Sales revenue= $2,418,937.5
Explanation:
Giving the following information:
The company expects to sell 3,500 units, give or take 5 percent.
The sales price is estimated at $750 per unit, plus or minus 3 percent.
<u>The sales revenue worst-case scenario is the one with the lowest units sold and the lowest selling price per unit.</u>
Units sold= 3,500*0.95= 3,325
Selling price= 750*0.97= $727.5
Sales revenue= 3,325*727.5= $2,418,937.5
Answer:
a) 12%
b) 12.36%
c) 12.55%
d) 12.68%
Explanation:
Data provided in the question:
Nominal rate of return, r = 12% = 0.12
Now,
Effective rate of interest is given as :
i = [ 1 + ( r ÷ n ) ]ⁿ - 1
here,
Number of compounding periods = n
Thus,
a) compounded annually %
n = 1
i = [ 1 + (0.12 ÷ 1 )]¹ - 1
= 1.12¹ - 1
= 0.12 or 12%
b) compounded semiannually %
n = 2
i = [ 1 + ( 0.12 ÷ 2 ) ]² - 1
= 1.06² - 1
= 0.1236 or 12.36%
c) compounded quarterly %
n = 4
i = [ 1 + ( 0.12 ÷ 4 ) ]⁴ - 1
= 1.03³ - 1
= 0.1255 or 12.55%
(d) compounded monthly %
n = 12
i = [ 1 + ( 0.12 ÷ 12 ) ]¹² - 1
= 1.01¹² - 1
= 0.1268 or 12.68%