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Euler's method is a procedure for solving differential equations with an initial value. The formula for Euler's method establishes the basic relationship between trig functions and complex exponential functions. Euler's formula is: [latex]r=m-v+2[/latex] In this case, r represents faces, v represents vertices and m is equal to edges, therefore, we have the following: [latex]r=m-v+2 \\ r=28-13+2 \\ r=17[/latex]
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