01 - Basic Derivatives in Calculus, Part 1 - Learn what a Derivative is and how to Solve Them.

This is just a few minutes of a complete course.
Get full lessons & more subjects at: www.MathTutorDV....
In this lesson the student will get practice taking basic derivatives in calculus 1.

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Sir, I m from India ,I am a house wife, I learned calculus 20 yes ago, now I have forgotten many of those, thanks for yr help.

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[@lithiumbatteries5045]

why at x=1 it is 2 on the derivative but 1 on original function

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f1(x)=2x2-1+x1-1

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[@racquelsabesaje4562]

f1(x)=5x5-1

[@racquelsabesaje4562]

f 1(x)=4x4-1=f 1(x)=4x3

[@dondonlargavista7409]

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Hi

[@boxingfan5742]

20:03, 28:17

[@racquelsabesaje4562]

f1(x)=4x3

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Please upload your full video

[@racquelsabesaje4562]

f(x)=xn=f1(x)=nxn-1

[@abdirisaqhashi-tf7bm]

Supportive

[@racquelsabesaje4562]

f(x)=x4

[@shivambajaj7236]

Thanks sir it helps me a lot 👌🏼

[@racquelsabesaje4562]

f(x)=x5

[@quindaleneosayanren3935]

Add the results togethet of each constant?

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Thank 😊❤️

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How do I get some practice problems to do?

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Thank you!

[@MathAndScience]

Welcome!

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Leibniz is pronounced LYEB-NITS.

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The symbol [ for each final answer is not internationally adopted, so it is better not to use it. It is weird. Thank you!

[@racquelsabesaje4562]

derivatives

[@lsubandtrumpet2014]

A derivative is telling you how fast something changes - 3:53

[@lsubandtrumpet2014]

With distance WITH respect to time

[@lsubandtrumpet2014]

Any point on that given f(x) or function, its going to have that rate of change during a point...whether the function is a straight line, squiggly, parabola...

[@lsubandtrumpet2014]

Rate of the change, how steep...in math slope of that function...we plot a function, we talk about that slope...how fast or how steep is that slope. Derivative, how fast that function is changing. Velocity is a derivative of position in physica

[@lsubandtrumpet2014]

Steeper has higher slope. How fast or steep that function f(x) changes...do it by drawing a line TANGENT to this curve on the parabola...tan touches curve on one point, ONLY. now use algebrs to find slope of this line...derivative of this function of this point

[@lsubandtrumpet2014]

Derivative is the slope of the line TANGENT to this curve. So high slope is pretty steep...more vertical is like a mountain. The lower point, draw tangent line, touches at one point...slope of that tangent is lower...this is more shallow. At the bottom x, 0; y,0, its horizontal so slope is 0. If u draw tangent at the bottom of curve...derivative is 0.

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i have an exam this week and "i know nothing" 😂

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formula

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[@joannamaryangelacruz4635]

how about if it's f(x)=x-5 😭😭😭😭😭 I don't understand there's no example like this hahhah

[@audreydaleski1067]

Nxnminus one dudx

[@anilsharma-ev2my]

Derived Drive Drawing Drafted Donkey Interesting Drawn Drawa Dravit Dragon Dragging Dragged Dori Doori Door Doar Double Drought Dropped Dropping Drop Druplica Do Dou Though Derivatives Darana Darpok

[@pelimies1818]

For noobs this is a heavy subject that causes a lot of headache. So, comic relief @7:05 The negative derivative finger fart.

[@glenwallis2366]

Your teaching improves with your your hair loss, could you explain the derivative?

[@georgecarvanitis8016]

How can you put these super boring courses as mandatory studies. Good god.

[@MathAndScience]

Well Calculus is the basis of literally all modern technology. So it’s kind of important :)

[@racquelsabesaje4562]

f(x)=x4

[@racquelsabesaje4562]

f(x)=x2+x

[@racquelsabesaje4562]

f1(x)=2x+1

[@racquelsabesaje4562]

f1(x)=5x4

[@racquelsabesaje4562]

f1(x)=4x4-1