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Equations and Assign Outputs to
Variables. Avoid ambiguities when solving
equations with symbolic parameters by specifying the variable for which you want to
solve an equation.
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Længsler og leverpostej Solving Literal
Equations (Transforming Formulas) In this next example, we’ll actually
solve for the variable \(x\) “in terms of” some other
variables (meaning that we still
solve for \(x\), but may not get a number); notice that we treat
variables just like numbers! This is called solving Literal
Equations, since sometimes
variables are called literals.
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equations as shown below. Notice that the \(j\) variable is just like the \(x\) variable and the \(d\) variable is just like the \(y\). It’s easier to put in \(j\) and \(d\) so we can remember what they stand for when we get the answers. This is what we call a system, since we have to
solve for more than one variable – we have to
solve for 2 here.
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