anonymous
  • anonymous
The advertising and sales model of a company is given by the function S = 2t^2 + 100, where t is time in months and t ≥ 0. If advertising is delayed by a month, which type of transformation will occur to this model?
Algebra
  • Stacey Warren - Expert brainly.com
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SOLVED
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chestercat
  • chestercat
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anonymous
  • anonymous
shift along x-axis shift along y axis reflection across x axis reflection across y axis
anonymous
  • anonymous
reflection through x axis reflection through origin*
anonymous
  • anonymous
because pf t is time in month ; S will became S=2(t-1)^2

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anonymous
  • anonymous
Reflection through origin?
anonymous
  • anonymous
you dont need refelection ; the answer is simple and clear (from what me i understand)
anonymous
  • anonymous
what do you mean by those reflection ; why you think you ll need to precise reflection
anonymous
  • anonymous
The question asks what type of transformation occurs when you graph it
anonymous
  • anonymous
or to the model per-say
anonymous
  • anonymous
@thesn1
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anonymous
  • anonymous
aahh yeah the quastion is about the graph
anonymous
  • anonymous
so you have to graphe this S=2(t-1)^2 and see the difference between it and S=2t^2
anonymous
  • anonymous
i forget the +100 in both expression of S
anonymous
  • anonymous
So do you know what it is?
anonymous
  • anonymous
|dw:1433108171782:dw| so translation in the y axis that depend of t with the relation -4t+1
anonymous
  • anonymous
+2 in the end and not +1

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