slope of this demand curve for pizza = <u>-1/40</u>
<h3>
Briefly explained</h3>
Slope = changes in y/ changes in x
The shop sells 200 more pizzas if the price drops by $5 ($10 to $5). (100 to 300 pizzas) A good's quantity is always on the x-axis and its price is always on the y-axis. According to our justification, the cost is REDUCED by $5 (a reduction of -$5) and the quantity of pizzas sold rises by 200. The slope is therefore <u>-5/200 or -1/40.</u>
<h3>
What is demand curve?</h3>
The demand curve is a graphical depiction of the connection between the cost of a commodity or service and the quantity required over a specific time period.
The price will often be shown on the left vertical axis in a representation, and the amount needed will typically be shown on the horizontal axis.
Learn more about demand curve
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Answer:
Madison Corporation
The contribution margin per composite unit for the current sales mix is:
= $26.
Explanation:
a) Data and Calculations:
Products M N O
Current sales mix 3 1 2
Unit sales price $16 $11 $13
Unit variable costs 10 9 10
Unit contribution $6 $2 $3
Contribution margin per
composite unit $18 $2 $6
= ($6 * 3) ($2 * 1) ($3 * 2)
b) The contribution margin per composite unit is computed as the addition of the contribution margin per composite unit for each product. Each product's contribution margin per composite unit is calculated as the contribution per unit multiplied by the sales mix for each product.
Answer:
The correct answer is letter "C": full-time job that one could have gotten instead of going to college.
Explanation:
Opportunity costs can be defined as the return of the chosen option compared to the options forgone. Opportunity costs represent also the return of the best next available option after the option selected. Opportunity costs can be positive or negative which implies the option chosen was not the most optimal.
In this case,<em> the opportunity cost of going to college after finishing school is represented by starting to work in a full-time job to earn money.</em>
Answer:
Annual withdrawal= $57,032.02
Explanation:
Giving the following information:
Initial investment (PV)= $450,846
Interest rate (i)= 12.65%
<u>To calculate the annual withdrawal, we need to use the following formula:</u>
PV= Cf / i
Cf= annual cash flow
450,846= Cf / 0.1265
450,846*0.1265 = Cf
Cf= $57,032.02