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19 votes
19 votes
Mr thompson!! Please help me sir!

Mr thompson!! Please help me sir!-example-1
Mr thompson!! Please help me sir!-example-1
Mr thompson!! Please help me sir!-example-2
Mr thompson!! Please help me sir!-example-3
Mr thompson!! Please help me sir!-example-4
User Raghwendra Sonu
by
3.1k points

1 Answer

16 votes
16 votes

Answers:

  • 11) D. $30
  • 12) Two answers: choice C, choice D
  • 13) A. Subtract 100 from each side
  • 14) A. n = 9 and n = -5

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Step-by-step explanation:

  • 11) We set p(120-4p) equal to zero to find that p = 0 is one solution and 120-4p = 0 leads to p = 30. The prices of $0 and $30 both lead to $0 in revenue. It sounds like your teacher wants the larger price value.
  • 12) We set each of the two revenue expressions equal to 600.
  • 13) Replace the (n-2)^2 with another variable. Let's call that x. So we have the equation 100+x = 149, which is the same as x+100 = 149. We subtract 100 from both sides to undo the +100.
  • 14) After following the steps in problem 13, you should have (n-2)^2 = 49, which then becomes n-2 = 7 or n-2 = -7 after applying the square root to both sides. Those two equations solve to n = 9 and n = -5 in that order.
User Nikolay Podolnyy
by
3.3k points
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