5. Given the function f(x) below, sketch y=-f(x+2). Label all intercepts, state range. W 5 km f(x) P -8 km- s TTT 1 0 (0
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5. Given the function f(x) below, sketch y=-f(x+2). Label all intercepts, state range. W 5 km f(x) P -8 km- s TTT 1 0 (0
5. Given the function f(x) below, sketch y=-f(x+2). Label all intercepts, state range. W 5 km f(x) P -8 km- s TTT 1 0 (0, 2) (1.1) (3,1) 1 2 3 4 x -3-2-1 24 O -2 -3 T A I ... 6. Sketch the function: f(x) e √x +4-1. Plot and label at least 3 points including any intercepts. State domain and range. THEE 4 EIL. 2345 7. An oil company wants to lay a pipeline from its offshore drilling rig to a storage tank on shore, as illustrated in the accompanying figure. The rig (point W) is 5 miles offshore (point A), and the storage tank (point B) is 8 miles down the shoreline. The costs of laying pipe underwater are $9,000 per mile and along the shoreline are $3,000 per mile. Point P is the point on shore where the underwater pipe connects with the shoreline pipe. Set up an equation for the total cost. State domain, state units. d√25+2² A 2-10 1 2 3 4 5 6 3
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