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I am purchasing a new couch on a total budget of $1,000, which includes the cost of the couch, as well as the cost of delivery. I have a coupon that discounts the price of the couch by 20%. The cost of delivery is $75, which is not discounted. Which of the following inequalities can be used to model this scenario, where x represents the possible prices of the couch, before any discount, that will fall within my budget? a.) 0.2x + 75 1000 b.) 0.2(x + 75) s 1000 c.) 0.8x + 75 < 1000 d.) 08(x + 75) s 1000 a b' C.

I am purchasing a new couch on a total budget of $1,000, which includes the cost of the couch, as well as the cost of delivery. I have a coupon that discounts the price of the couch by 20%. The cost of delivery is $75, which is not discounted. Which of the following inequalities can be used to model this scenario, where x represents the possible prices of the couch, before any discount, that will fall within my budget? a.) 0.2x + 75 1000 b.) 0.2(x + 75) s 1000 c.) 0.8x + 75 < 1000 d.) 08(x + 75) s 1000 a b' C.

Elementary Linear Algebra (MindTap Course List)
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter7: Eigenvalues And Eigenvectors
Section7.4: Applications Of Eigenvalues And Eigenvectors
Problem 69E: Use your schools library, the Internet, or some other reference source to find the real-life...
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I am purchasing a new couch on a total budget of $1,000, which includes the cost of the couch, as well as the cost of delivery. I have a coupon that discounts the price of the couch by 20%. The cost of delivery is $75, which is not discounted. Which of the following inequalities can be used to model this scenario, where x represents the possible prices of the couch, before any discount, that will fall within my budget? a.) 0.2x + 75 < 1000 b.) 0.2(x + 75) < 1000 c.) 0.8x + 75 s< 1000 d.) 08(x + 75) s 1000 O a
Transcribed Image Text:I am purchasing a new couch on a total budget of $1,000, which includes the cost of the couch, as well as the cost of delivery. I have a coupon that discounts the price of the couch by 20%. The cost of delivery is $75, which is not discounted. Which of the following inequalities can be used to model this scenario, where x represents the possible prices of the couch, before any discount, that will fall within my budget? a.) 0.2x + 75 < 1000 b.) 0.2(x + 75) < 1000 c.) 0.8x + 75 s< 1000 d.) 08(x + 75) s 1000 O a
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