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CALCULUS 1WORKSHEETName ___IMPLICIT DIFFERENTIATIONDate___ Block ___Dy for each of the following by using implicit differentiation. DX 1. 2×4 3y3 14 2. 2×2y 3x 2×5Findx y 1003. 6×2y + 8 3×4.5.

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How to fill out how to find dydx

01

Write out the given function that you need to find the derivative of, in terms of variable x.

02

Use the power rule: multiply the coefficient by the exponent, then decrease the exponent by 1.

03

Repeat the power rule for each term in the function, if applicable.

04

Combine the derivatives of each term to get the final result.

Who needs how to find dydx?

01

Students studying calculus or advanced mathematics.

02

Individuals working in fields that require understanding of rates of change, such as physics or engineering.

03

Anyone looking to understand the relationship between functions and their rates of change.

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What is how to find dydx?

The mathematical concept of finding the derivative of a function y with respect to x.

Who is required to file how to find dydx?

Students and professionals studying or working in fields requiring calculus.

How to fill out how to find dydx?

By applying differentiation rules to the given function in order to find the derivative.

What is the purpose of how to find dydx?

To determine the rate of change of a function's output with respect to its input.

What information must be reported on how to find dydx?

The original function y=... and the resulting derivative dy/dx=...

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