M Mathway | Calculus Problem X altyweb.kennesaw.edu/lritter/Workbook.pdf only one variable. (c) Apply the condition y(0) =...

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M Mathway | Calculus Problem X altyweb.kennesaw.edu/lritter/Workbook.pdf only one variable. (c) Apply the condition y(0) = 1 to find the particular solution to the IVP. Present the solution in two ways, implicitly and explicitly. (a) (d) What did we assume about the value of y in the first step when dividing by √? Given the whole IVP, why did this seem like a reasonable assumption? Problem 1. For each first order ODE, determine if the equation is separable. If separable, find all solutions. (d) dr (b) y + y² = 0 (c) = 2² +3² (e) dr dt Workbook.pdf = ry du X =xt + 2r+t+2 Workbook.pdf = (u² - 1)t (Adapted from [1]) Separable Fir M Mathway | Calculus Problem X altyweb.kennesaw.edu/lritter/Workbook.pdf only one variable. (c) Apply the condition y(0) = 1 to find the particular solution to the IVP. Present the solution in two ways, implicitly and explicitly. (a) (d) What did we assume about the value of y in the first step when dividing by √? Given the whole IVP, why did this seem like a reasonable assumption? Problem 1. For each first order ODE, determine if the equation is separable. If separable, find all solutions. (d) dr (b) y + y² = 0 (c) = 2² +3² (e) dr dt Workbook.pdf = ry du X =xt + 2r+t+2 Workbook.pdf = (u² - 1)t (Adapted from [1]) Separable Fir