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MATH / The amount of money a certain company makes can be represented by the graph…

Problem

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problem

The amount of money a certain company makes can be represented by the graph y=x2−8x−33y=x^2-8x-33, where xx is the quantity produced. What is the smallest quantity at which the company can produce to break even or make a profit?
Plain-text mathematical notation (without MathML)
The amount of money a certain company makes can be represented by the graph y=x²−8x−33, where x is the quantity produced. What is the smallest quantity at which the company can produce to break even or make a profit?
Original LaTeX notation
The amount of money a certain company makes can be represented by the graph $y=x^2-8x-33$, where $x$ is the quantity produced. What is the smallest quantity at which the company can produce to break even or make a profit?

level

Level 3

type

Algebra

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Source and history

task_id
d3000072-8478-59c0-8fa9-014fa0b59d94
task_key
algebra--test--d3000072-8478-59c0-8fa9-014fa0b59d94
task_revision_id
1
config / split
algebra / test

Official source

initial import