**BBC GCSE Bitesize Equations activity**

If you actually solve your differential equation y'[x] == -((b^2 x)/(a^2 y[x]) using DSolve with the correct initial condition (derived from the original ellipse equation) then you'll recover the solution for y …... Ok. Let's look at the example I gave. xy=1. That's an easy one since you can solve for y. If you solve for y you get y=1/x and dy/dx = -1/x 2.

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Ok. Let's look at the example I gave. xy=1. That's an easy one since you can solve for y. If you solve for y you get y=1/x and dy/dx = -1/x 2....Date: 10/14/2007 at 13:33:23 From: Vanessa Subject: solving sine theta/theta = 0.7031. How do you solve the equation sine theta/theta = 0.7031? The answer given for the value of theta was 80.3 degrees and I cannot seem to see how they did it. The text just said "solving numerically, the answer is 80

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## How To Solve Implicit Equations

### Implicit equations PTC Mathcad - Eng-Tips

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## How To Solve Implicit Equations

### Given the Equation y = sin(xy), we will show how to do the Implicit differentiation of this equation by two different methods. The first method is differentiating by finding the derivative of the x-terms as we usually do and using the Chain Rule when differentiating the y-terms. Please click on the Image for a …

- Given the Equation y = sin(xy), we will show how to do the Implicit differentiation of this equation by two different methods. The first method is differentiating by finding the derivative of the x-terms as we usually do and using the Chain Rule when differentiating the y-terms. Please click on the Image for a …
- Some relationships cannot be represented by an explicit function. For example, x?+y?=1. Implicit differentiation helps us find dy/dx even for relationships like that. This is done using the chain rule, and viewing y as an implicit function of x. …
- Hint: manipulate the attached equation into the form Phi=f(Re,Phi) and create a function file to describe it. you will need to think of a logic statement to control your loop.you can use while loop in this case. an adequate desired accuracy is 1e^-8(1.10^-8)
- Implicit equations have the structure of being a mixture of x and y terms of different powers.Solving equations is by regarding the whole expression as a function of x and to differentiate both sides of the equation.

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