HOW DO YOU SEE IT? Match the description of the situation with its graph. Then write the equation of the line. [The graphs are labeled (i), (ii), (iii), and (iv).] (a) You are paying $10 per week to repay a $100 loan. (b) An employee is paid $12.50 per hour plus $1.50 for each unit produced per hour. (c) A sales representative receives $50 per day for food plus $0.58 for each mile traveled. (d) A computer that was purchased for $600 depreciates $100 per year.
HOW DO YOU SEE IT? Match the description of the situation with its graph. Then write the equation of the line. [The graphs are labeled (i), (ii), (iii), and (iv).] (a) You are paying $10 per week to repay a $100 loan. (b) An employee is paid $12.50 per hour plus $1.50 for each unit produced per hour. (c) A sales representative receives $50 per day for food plus $0.58 for each mile traveled. (d) A computer that was purchased for $600 depreciates $100 per year.
HOW DO YOU SEE IT? Match the description of the situation with its graph. Then write the equation of the line. [The graphs are labeled (i), (ii), (iii), and (iv).]
(a) You are paying $10 per week to repay a $100 loan.
(b) An employee is paid $12.50 per hour plus $1.50 for each unit produced per hour.
(c) A sales representative receives $50 per day for food plus $0.58 for each mile traveled.
(d) A computer that was purchased for $600 depreciates $100 per year.
Prices of houses in a condominium behave graphically according to a straight line. Thus, if house has 1,000 m2 of land, it will cost $ 32,000,000 and if it has 1,350 m2 , it will cost $ 35,000,000.What is equation of line representing this situation, if price is "p" and "m" is square meters of land?Options are:a) 60.000*p - 7*m + 164.000.000 = 0b) 60,000*m - 7*p + 164,000,000 = 0c) -60.000*p + 7*m + 164.000.000 = 0d) 6*m - 70,000*p + 164,000,000 = 0e) 6,000 * m - 7,000*p + 164,000,000 = 0
Chapter 1 Solutions
Calculus: An Applied Approach (MindTap Course List)
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