A term of sales can be defined as an agreement that exists between the seller of a goods or services and a buyer.
<h3>
Company's sales increase per month</h3>
Correct option is B= $940
Given Information:
- Sales=$1000
- Equation=0.94x+12.5
The equation represents the company sales in thousand dollars and x is time in months.
Comparing to general form of linear equation.
y=mx + c
Comparing, we get,
Slope, m = 0.94
y-intercept, c = 12.5
Hence, the slope tells us the increase in sales of company with one unit increase in x that is it tells the increase in company's sale per month.
=0.94*1,000=$940
=$940 is the increase in company's sale per month.
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brainly.com/question/2601781
Answer: a. $3,400 households
b. No.
Explanation:
a. The cost of the statue is $17,000 and each household is asked to contribute $5 to help cover the cost. To find out how many families one can divide the amount needed by the amount asked of the households,
= 17,000/5
= 3,400 households
If 3,400 households each pay $5 then the town of Artville will be able to afford the statue.
b. This question speaks to a social problem referred to a the Free-rider problem. This is when people in society benefit from something without contributing fairly towards the benefit they are accruing from the thing. 3,000 households out of 4,000 are expected to be free-riders. This means that only 1,000 will cover the cost of the statue.
If those 1,000 households pay the $14 required, the town would only raise,
= 1,000 * 14
=$14,000
$14,000 is less than the cost of the statue which is $17,000 and so the town of Artville will have to do without a statue as they simply cannot afford one.
<span>The representative sees the secretary as a gatekeeper, and assumes that because Cassidy's secretary works for her, they will pass on information about the company and about how nice they are, potentially ingratiating Yellow Roadway to Cassidy and getting their foot in the door.</span>
Answer:
$17,866.85
Explanation:
Use the following formula to calculate the compound amount
Compound Amount = Future value of deposit - Initial deposit
Where
Future value of deposit = Initial Deposit x ( 1 + Periodic interest rate )^numbers of compounding periods = $15,000 x ( 1 + ( 8% x 6/12 ) )^(10 x 12/6 ) = $32,866.85
Initial Deposit = $15,000
Placing values in the formula
Compound Amount = $32,866.85 - $15,000
Compound Amount = $17,866.85