Derivative Help
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Vietnam High School Math Grade 12: Elon Musk had developed the rockets that could allow to return
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Vietnam High School Math Grade 12: Elon Musk had developed the rockets that could allow to return

Elon Musk had developed the rockets that could allow to return back the rocket launch station There are 2 scenarios below.Find the rate of change of the angle of audience . Let a is the rate of change (rad/km) after launching and b is the rate of change (rad/km) before going back the station Find a^2+b (Round the final result by one decimal place) #HighSchoolMath #Grade12 #ApplicationOfDerivative #Derivative
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Calculus Help The upper right-hand corner of a piece of paper, 30 centimeters by 20 centimeters fold
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Calculus Help The upper right-hand corner of a piece of paper, 30 centimeters by 20 centimeters fold

The upper right-hand corner of a piece of paper, 30 cm by 20 cm, as in the figure, is folded over to the bottom edge. How would you fold it so as to minimize the length of the fold? In other words, how would you choose x to minimize y? #Calculus #Derivative
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Calculus Help: A Norman window is constructed by adjoining a semicircle to the top of an ordinary
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Calculus Help: A Norman window is constructed by adjoining a semicircle to the top of an ordinary

Here is the technique to solve this question and how to find them in step-by-step #Techniques #Derivative #ApplicationOfDerivative #Calculus
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Find the derivative of inverse trigonometry: y=ln⁡(arccos⁡(sinx) ) - Techniques
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Find the derivative of inverse trigonometry: y=ln⁡(arccos⁡(sinx) ) - Techniques

Here is the technique to solve this question and how to find them in step-by-step #Trigonometry #InverseFunctions #InverseTrigonometry #Calculus #Derivative
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Calculus Help: Basic Derivative - Introduction: Derivative √(x^2+5)
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Calculus Help: Basic Derivative - Introduction: Derivative √(x^2+5)

Here is the technique to solve this question and how to find them in step-by-step #Derivative #Calculus #Introduction
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Derivative Help: Introduction of Calculus: y = √((9-x^2)/x^2 )
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Derivative Help: Introduction of Calculus: y = √((9-x^2)/x^2 )

Here is the technique to solve this derivative and how to find them in step-by-step #Derivative #Calculus #Introduction #Solutions
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Introduction to Calculus Find the derivative by definition - Derivative by definition y=2/x^2
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Introduction to Calculus Find the derivative by definition - Derivative by definition y=2/x^2

Here is the technique to solve and find the derivative by definition #Derivative #Techniques #Solutions #Calculus
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Introduction of Calculus Basic Derivative: y = (x^2+4x+5)/x - Step-by-step - Power
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Introduction of Calculus Basic Derivative: y = (x^2+4x+5)/x - Step-by-step - Power

Here is the technique to solve the question related to calculus and how to find them in step-by-step #Calculus #Derivative #Solutions
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Introduction of Calculus First Derivative of Trigonometry and Inverse Trigonometry
9:56

Introduction of Calculus First Derivative of Trigonometry and Inverse Trigonometry

Here is the technique to solve these questions related to Calculus and Derivative #Derivative #Calculus #Solutions
Introduction to Calculus: Basic First Derivative - Technique to solve - Step-by-step
9:41

Introduction to Calculus: Basic First Derivative - Technique to solve - Step-by-step

Here is the technique to solve these questions about Derivative and how to find them in step-by-step #Derivative #Calculus #Basic #Techniques
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Prove inverse trigonometry - sin^(-1)⁡ x =tan^(-1)⁡ ( x/√(1-x^2 ) or arcsinx = arctan(x/√(1-x^2)
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Prove inverse trigonometry - sin^(-1)⁡ x =tan^(-1)⁡ ( x/√(1-x^2 ) or arcsinx = arctan(x/√(1-x^2)

Here is the technique to find the derivative of inverse trigonometry and how to find them in step-by-step #InveseFunction #Function #Techniques

Introduction to Calculus: Basic First Derivative - Technique to solve - Step-by-step

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Health & Science Derivative Calculus Basic Techniques

Here is the technique to solve these questions about Derivative and how to find them in step-by-step

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#Calculus
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