A company manufacturing skateboards has fixed costs of $60 per day at and total costs of $500 at a daily output of 90 boards. If the total daily costs per day C depends linearly on the total daily outout a, determine C as a function of x. 1. C(x) 56 x + 60 44 x+120 9. 2. C(x) %3D - 3. С (г) 43 -x + 60 | 4. C(x) 44 x + 60 - 5. C(x) = 44 -x + 80

A small bicycle manufacturer has daily fixed costs of $1958 and each bicycle costs $78 to manufacture. Let x represent the number of bicycles manufactured and C(x) represents the cost of manufacturing. Complete parts (a) through (c). www. (a) Write a linear function that models this situation. C(x) = (b) Find C(6). Interpret your answer in the context of this problem. C(6)=. This means that the cost of manufacturing bicycles in a day is $ A (c) Find the value of x if C(x) = 2738. Express this situation using function notation, and interpret it in the context of this problem. when C(x) = 2738. This means that the cost of manufacturing bicycles in a day is $