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MATH

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  • okay, I'm done with my meeting. Show me what you propose for our mathematical statement
  • Okay ma'am
  • "So the quadratic inequality we can show to represent our problem is x^2 - 80x + 1500 > 0"
  • When we substitute it into our inequality earlier, we find that both of these roots are not solutions.
  • So it is 51, 31 and 0
  • so it becomes x^2 - 80x +1500 = 0
  • We solve using the quadratic formula and we get positive 50 and positive 30.
  • Next step, we find the closest integers to these roots.
  • "To solve for it, we should turn it into a quadratic equation first."
  • When we substitute 51 into our quadratic inequality, we can see that the solution is true.
  • When we substitute 0 into our quadratic inequality, we can see that the solution is true.
  • (+infinity, x>50] and [x<30)
  • For our final solution, we can get these two solutions:
  • When we substitute 31 into our quadratic inequality, we can see that the solution is false.
  • "Ohhh so that's how it is, I see. Thank you employee. I now have a solution to our problem. Thanks to you, we can avoid a case of bankruptcy."
  • It's no problem ma'am, I'm just trying to help.
  • WHAT A KRAZY COMPANY
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