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[1 point} e Bernoulli differential equation is one of the form 3 + Pee = came\" [*1 Observe that, it'll = I] et 1, the Bernoulli equation E linear. For other values 0f 11, the substitution 1.!- = 111" ththfDlTl'lE-'i. the Bernoulli equation into the linear equation do. E + {1 n)Peru = {1 awe)- Consider the initial value problem II." + a = 5:y21 Ii'tl) = 5- {a} This differential equation can be written in the form {4:} with 13(3) = Q[:] = , and n = C] _ {ti} The substitution 1:. = D will transform it into the linear equation \"\"+ E] u - E] & . {C} Using the substitution in part {ti}, we rewrite the initial condition in terms of z and 11.: 11(1) =E]. {d} How solve the linear equation in part {ti}, and nd the solution that satisfies the initial condition in part {c}. 11(3) 2D. {e} Finaltf, solve for y. FIFE] =D