Respuesta :
The consult must make at least 600 dollars. That means the combination of reviews and new written pieces must be at least $600, or greater than or equal to (≥) $600.
You are also told that each new piece = $120 and each review = $60. Let's use variables n = new piece and r = review. (You might be given different variables for your answer choices). That means the total money made from a combination of new pieces and reviews is:
120n (money made from each new piece times n number of new pieces) + 60r (money made from each review times r number of reviews).
Put that all together to get your inequality:
120n + 60r ≥ 600
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Answer: 120n + 60r ≥ 600
You are also told that each new piece = $120 and each review = $60. Let's use variables n = new piece and r = review. (You might be given different variables for your answer choices). That means the total money made from a combination of new pieces and reviews is:
120n (money made from each new piece times n number of new pieces) + 60r (money made from each review times r number of reviews).
Put that all together to get your inequality:
120n + 60r ≥ 600
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Answer: 120n + 60r ≥ 600
The inequality that represents the possible combination of reviews and new written pieces that she must complete are 120X + 60Y> 600.
What is an inequality?
Inequalities are the mathematical expressions in which both sides are not equal.
Let the no. of pieces she makes = X
Money she earns for each new piece = $120
Let the no. of reviews she gets = Y
Money she earns for each review = $60
Total money earned = 120X + 60Y
Minimum amount of money required in this month = $600
Hence the inequality which satisfies the given situation is : 120X + 60Y>600.
Learn more about inequalities on:
https://brainly.com/question/24372553
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