(2 points) A home purchased for $160000 is expected to double in value over the next 20 years. Write a function that describes the relationship between the value of the home and the number of years since it was originally purchased, assuming that the relationship is linear. Let o be the number of years since it was originally purchased and y be the home's value. y=160000x+20
(2 points) The demand per week for a PC game is 23000 copies when the price is $14 and 20000 copies when the price is $18. Write the demand equation for the PC game, assuming it is linear. Let o be the price is dollars and y number of copies demanded. y-23000=-1500(x-0) What will the demand be when the price is $20? ?
(2 points) Chrissy has decided to start her own baked good delivery service. Say that her total cost of producing 15 cakes is $35, and her total cost of producing 25 cakes is $75. Write a function that describes the relationship between quantity of cakes produced and total cost, assuming that the relationship is linear. Let X quantity of cakes produced and y the total cost. y-75=40(x-0) What will be her cost of producing 45 cakes? ?
(2 points) A sound system costs $820 when it is brand new, and it is worth $340 when it is 4 years old. Write a function that describes the value of this sound system as it ages, assuming that depreciation is linear. Let x be its age in years and y be its value. y-340=120(x-0) What will the value of the sound system be when it is 6 years old? ?
(2 points) A home purchased for $160000 is expected to double in value over the next 20 years. Write a function that des
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(2 points) A home purchased for $160000 is expected to double in value over the next 20 years. Write a function that des
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