There are 1,663,200 different permutations.
<h3>
How many different permutations can be made?</h3>
First, we need to count the number of different elements in the word independence.
We have 6 different letters.
- i appears only one time.
- n appears 3 times.
- e appears 4 times.
- d appears 2 times.
- p appears one time.
- c appears one time.
For a total of 12 letters. The different number of permutations is given by the factorial of the total number of elements (12) divided by the factorials of the number of repetitions of all the elements. Then we have:
So there are 1,663,200 different permutations.
If you want to learn more about permutations, you can read:
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The main problem with the production orientation toward marketing is that what the industry is good at making isn't necessarily what the market wants. It is a real problem in marketing.
<h3>Production orientation</h3>
Production orientation can be defined as the orientation of industry to detriment of customers' needs by focusing on efficiently building a quality product.
Production orientation is a real problem in marketing since it decreases the quality of products.
A well-known example of production orientation is fast food restaurant chains.
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Well i mean that’s fun and i relate
The attached graph shows the required curves to be drawn. One of the curves is called the Marginal Revenue Curve.
<h3>What is a marginal revenue curve?</h3>
At the market price, the marginal revenue curve is a horizontal line, suggesting completely elastic demand, and it is equal to the demand curve.
Monopoly occurs when one corporation is the exclusive vendor of a distinct product in the market.
Learn more bout marginal revenue curve at;
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Full Question:
The graph shows the market for smart rackets.
Suppose the profit-maximizing output is 160,000 smart rackets.
Draw the firm's marginal revenue curve. Label it MR.
Draw the firm's marginal cost curve. Label it MC.
Draw a point at the profit-maximizing output and price.
Draw a shape to show the firm's economic profit. Label it.
