Use Mean Value Theorem To Prove Inequalities

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We cover how to use the Mean Value Theorem to prove an inequality. We solve the problem that states that cosx is greater than x-1 when x is always greater than or equal to 0.

This type of problem is common to calculus courses and does indeed test your knowledge of the MVP.

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  1. Christian D
  2. Dark Sky
  3. Christian Day
  4. Use Mean Value Theorem To Prove Inequalities
  5. mvp inequalities
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Комментарии
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Thanks man, this really cleared out some grey areas💕💕 please keep making more videos.

ellenc
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Great video! Was struggling hard with this concept but you explained it really clearly. Thanks a lot!

brendanstuart
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Thanks a lot, your explanation really clear my doubts of how to apply mvt in this kind of exercises

marcosivansanabria
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Really great video with clear explanations! Thank you very much!!

fillipzamfirov
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Sir please tell how we define the function

gurleensingh
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best video ever seen bout this topic thanks a lot

barancel
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Can you briefly explain again why you chose negative 1 to be less than ((cos(x)) - (cos(0))) / x ?

LuisGarcia-odws
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The resident evil theme in the bg
Great 👍

ChallHatt
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Apply Mean Value Theorem to establish the inequality e^x≥1+ x, x∈R.
kindly explain this question plz

amnakayani