Finding Local Maxima and Minima by Differentiation
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YouTubeProfessor Dave Explains
Finding Local Maxima and Minima by Differentiation
What else is differentiation good for? Well if we are looking at the graph of a function, differentiation makes it super easy to find where any local maxima and minima occur. This act in itself has many applications, but before we learn those, let's just learn how to find the maxima and minima! Watch the whole Calculus playlist: http://bit.ly ...
977K viewsApr 3, 2018
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How to use FIND Formula in Excel| How to Use the FIND Function in Excel
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YouTubeLearn More Skills
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You are a portal! Every single person walking this Earth is! You have the power to bring an enormous amount of light through you, and that light is you. It heals your body. It shapes your reality. It is eternal and never-ending. When you realise that you are your own healer, your own teacher, your own wisdom, everything begins to shift. You hold all the knowledge you need to evolve. The mind can decode this wisdom and bring it into your reality. But to do that, you must drop what isn’t natural t
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You are a portal! Every single person walking this Earth is! You have the power to bring an enormous amount of light through you, and that light is you. It heals your body. It shapes your reality. It is eternal and never-ending. When you realise that you are your own healer, your own teacher, your own wisdom, everything begins to shift. You hold all the knowledge you need to evolve. The mind can decode this wisdom and bring it into your reality. But to do that, you must drop what isn’t natural t
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Find the exponential Fourier series for this periodic square wave signal with a duty cycle of 50%. The Fourier series allows us to represent any periodic signal as a sum of sinusoids (or complex exponentials), each with its own amplitude and phase. This concept is at the core of signal analysis, communications, and control systems, helping us understand how complex waveforms are built from simpler components. Let’s walk through this example step by step to see how the math translates into the si
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Find the exponential Fourier series for this periodic square wave signal with a duty cycle of 50%. The Fourier series allows us to represent any periodic signal as a sum of sinusoids (or complex exponentials), each with its own amplitude and phase. This concept is at the core of signal analysis, communications, and control systems, helping us understand how complex waveforms are built from simpler components. Let’s walk through this example step by step to see how the math translates into the si
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