-) A stained glass artist has a fixed cost of $150. It costs the artist $15 to produce each piece, but each piece sells for $35. The equation C=150+15n represents the total cost,C, for producing n pieces. The total revenue for n pieces is determined by the equation R=35n. What constraint is necessary to include when modeling this situation? n must be greater than or equal to o, since the number of items created cannot be negative. R must be greater than or equal to 35, since the number of items will always be positive. R-C must be less than or equal to o, since the artist wants to make money. C must be 15o, since there is a fixed cost to produce each piece.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter6: Systems Of Linear Equations And Inequalities
Section6.6: Systems Of Inequalities
Problem 44PFA
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Topic: Lesson 3.7: Representing Constraints
7) A stained glass artist has a fixed cost of $150. It costs the artist $15 to produce each piece, but
each piece sells for $35. The equation C=150+15n represents the total cost,C, for producing n
pieces. The total revenue for n pieces is determined by the equation R=35n. What constraint is
necessary to include when modeling this situation?
n must be greater than or equal to o, since the number of items created cannot be
negative.
R must be greater than or equal to 35, since the number of items will always be
positive.
R-C must be less than or equal to o, since the artist wants to make money.
C must be 150, since there is a fixed cost to produce each piece.
Transcribed Image Text:의 、 Background Layout - Theme Transition Topic: Lesson 3.7: Representing Constraints 7) A stained glass artist has a fixed cost of $150. It costs the artist $15 to produce each piece, but each piece sells for $35. The equation C=150+15n represents the total cost,C, for producing n pieces. The total revenue for n pieces is determined by the equation R=35n. What constraint is necessary to include when modeling this situation? n must be greater than or equal to o, since the number of items created cannot be negative. R must be greater than or equal to 35, since the number of items will always be positive. R-C must be less than or equal to o, since the artist wants to make money. C must be 150, since there is a fixed cost to produce each piece.
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