Solve the Problem $C ( x ) = 19 x + 6000$

question 106

Multiple Choice

Solve the problem.
-You invested $6000 and started a business selling vases. Supplies cost $19 per vase and you are selling each vase for $29. Let x represent the number of vases produced and sold and write the cost function, C,
And revenue function, R.

• A) \(C ( x ) = 19 x + 6000\)
• \(R ( x ) = 29 x\)
• B) \(C ( x ) = 19 x + 29\)
• \(R ( x ) = 6000 x\)
• C) \(C ( x ) = 19 x + 6000\)
• \(\mathrm { R } ( \mathrm { x } ) = 29\)
• D) \(C ( x ) = 19 x + 6000 x\)
• \(R ( x ) = 29 x\)

---

Definitions:

Divergent Thinking

A method of thinking that explores multiple possible solutions in order to generate creative ideas.

Janusian

Characterized by the simultaneous consideration of contrary or opposing ideas or concepts, often resulting in novel solutions or insights.

Paradoxical

describes something that seemingly contradicts itself yet might be true, often revealing a deeper truth through its contradiction.

Originality

The quality of being novel or unique, especially in the context of creative works, ideas, or inventions.