The Constant Rule For Derivatives
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- čas přidán 21. 02. 2018
- This calculus video tutorial provides a basic introduction into the constant rule for derivatives. It contains plenty of examples and practice problems.
Derivatives - Fast Review: • Calculus 1 - Derivatives
Limit Definition of the Derivative:
• Definition of the Deri...
Derivatives - Alternate Limit Definition:
• Alternate Form of The ...
Derivatives - The Constant Rule:
• The Constant Rule For ...
Derivatives - The Power Rule:
• The Power Rule For Der...
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Derivatives - Constant Multiple Rule:
• The Constant Multiple ...
Derivatives - Polynomial Functions:
• Derivatives of Polynom...
Derivatives - Sine and Cosine:
• Derivative of Sine and...
Derivatives - Trigonometric Functions:
• Derivatives of Trigono...
Derivatives - Limits:
• Limits and Derivatives
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Equation of the Tangent Line:
• How To Find The Equati...
Derivatives - Horizontal Tangent Line:
• How to Find The Point ...
The Equation of The Normal Line:
• How To Find The Equati...
The Equation of The Secant Line:
• How To Find The Equati...
Average and Instantaneous Velocity:
• Average Velocity and I...
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What about differentiation (e^e)?
Why it equal zero ?
Also differentiation (π^π) = zero
Can you explain it , please?
I can't understand it at all :(
Thanks
Straight to the point, short, and helpful. Thank you so much!
I really like your videos, I used them for O-Chem and now for calculus thanks for your help
I sincerely thank you for helping me throughout the years with your videos
MR. Organic Chemistry Tutor, this is a short and easy to follow video on The Constant Rule for Derivatives in Calculus.
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You saved my life
If you were to graph a constant you'd have a line that's parallel with the x-axis and the slope would equal ... zero.
i really enjoy your explanation thank so much from djibouti
Thank you sir ❤️
But what will be the derivative of x^2+b^2 will it be 2x+2b or only 2x. Please Explain!
What’s h?
h stands for delta(x) or change in x
G 210
What happens If i substitude h=0?
Might be a stupid question but how come at like 2:20, you substituted the h on top and not the h on bottom?
because in this case, we already know h = 0 so when we divide by h were actually dividing by zero
yassss i am dead
Did he just define 0/0 ??
No when he did lim h-> 0 the 0 represents numbers very close to it so the equation becomes 0/.00000001 which equals zero since anything under 0 is 0
why did we take x+h = 8 ?
Because f(x) = 8 is defined as 8 everywhere in the domain. So also in f(x+h) it is 8, also in f(x+1), f(x - 5)... or whatever
Beep boop 🤖
Thank you❤