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Kkhansaheb reacted to apple2357's post in the thread Derivative of e^(kx) without using the Chain Rule with
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Thank you, i think thats exactly what i was after. -
Kkhansaheb reacted to Dr.Peterson's post in the thread Derivative of e^(kx) without using the Chain Rule with Like.
If you're looking for an intuitive understanding rather than a proof, you might consider that e^(kx) is just e^x compressed horizontally...
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blamocur reacted to apple2357's post in the thread Derivative of e^(kx) without using the Chain Rule with Like.
Thank you, i think thats exactly what i was after. -
blamocur reacted to Dr.Peterson's post in the thread Derivative of e^(kx) without using the Chain Rule with Like.
If you're looking for an intuitive understanding rather than a proof, you might consider that e^(kx) is just e^x compressed horizontally...
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Dr.Peterson reacted to apple2357's post in the thread Derivative of e^(kx) without using the Chain Rule with Like.
Thank you, i think thats exactly what i was after. -
Aapple2357 replied to the thread Derivative of e^(kx) without using the Chain Rule.Thank you, i think thats exactly what i was after.
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Dr.Peterson replied to the thread Derivative of e^(kx) without using the Chain Rule.If you're looking for an intuitive understanding rather than a proof, you might consider that e^(kx) is just e^x compressed horizontally...
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Ffresh_42 replied to the thread Derivative of e^(kx) without using the Chain Rule.Well, you could use the Taylor series instead. What is y=e^{kx}? It is the solution to the differential equation y'=k \cdot y with...
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AAssuming we have established the derivative of e^x is e^x, can someone offer me an intuitive way of seeing why e^(kx) differentiates to...
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KWe're low on moderators. Both are now visible. We're thinking of parametrizing the curve in terms of the angle (that is, rotating at...
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Dr.Peterson replied to the thread Circles and Sine Waves.We're low on moderators. Both are now visible. We're thinking of parametrizing the curve in terms of the angle (that is, rotating at...
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Ffresh_42 replied to the thread Circles and Sine Waves.We can write the unit circle as \{(\cos x\, , \,\sin x)\,|\,0\le x\le 2\pi\}, the Archimedean spiral as \{(x\cdot \cos x\, , \,x\cdot...
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BBilly_B replied to the thread Circles and Sine Waves.Thanks for both your responses and taking the time to explain it. And for the math calculator sites. The plotting function looks...
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KHi Bill, and welcome to the forum! You are actually half right in your hypothesis! If you trace the vertical height (the y-axis) of a...
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Kkurksai replied to the thread Circles and Sine Waves.Hi Bill, and welcome to the forum! You are actually half right in your hypothesis! If you trace the vertical height (the y-axis) of a...