Crashing costs for a project are governed by the function:
50t² + 100t
where t represents the number of days crashed (see graph). The project manager wants to crash the project, and is willing to pay up to $1,000 per day saved. How many days can be saved before the per-day cost is too high?

Question

Crashing costs for a project are governed by the function: 50t<sup>2</sup> + 100t where t represents the number of days crashed (see graph). The project manager wants to crash the project, and is willing to pay up to $1,000 per day saved. How many days can be saved before the per-day cost is too high?

Quizplus · Accepted Answer

The Answer of Crashing costs for a project are governed by the function: 50t² + 100t where t represents the number of days crashed (see graph). The project manager wants to crash the project, and is willing to pay up to $1,000 per day saved. How many days can be saved before the per-day cost is too high?

Crashing Costs for a Project Are Governed by the Function