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In which interval function f(x)=2x3-15x2+36x+1 is decreasing
  • a)
    [2,3]
  • b)
    (3,∞)
  • c)
    (-∞,2)
  • d)
    none
Correct answer is option 'A'. Can you explain this answer?
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In which interval function f(x)=2x3-15x2+36x+1 is decreasinga)[2,3]b)(...
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In which interval function f(x)=2x3-15x2+36x+1 is decreasinga)[2,3]b)(...
For a function to be decreasing its first derivative should be negative ....thus differentiate it once u will get ..x2-5x+6(less than)0....on solving this inequality....u will get us ans
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In which interval function f(x)=2x3-15x2+36x+1 is decreasinga)[2,3]b)(3,∞)c)(-∞,2)d)noneCorrect answer is option 'A'. Can you explain this answer?
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