batoolkhresha batoolkhresha
  • 13-08-2021
  • Mathematics
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Find the constant C such that x ^ 3 - 3x + 5 <= C where x in[0,3] 18 23 14 17 21

Find the constant C such that x 3 3x 5 lt C where x in03 18 23 14 17 21 class=

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r3t40
r3t40 r3t40
  • 13-08-2021

Plug in maximum value of x (3) and see what you get. The maximum value of the expression when plugged in is C.

[tex]3^3-3\cdot3+5=C[/tex]

[tex]27-9+5=C\implies 23=C[/tex]

Now that means,

[tex]x^3-3x+5\leq 23[/tex] for any x in [tex][0,3][/tex]

Hope this helps :)

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