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MAT 275 Questions with 100% Actual correct answers | verified | latest update | Graded A+ | Already Passed | Complete Solution

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MAT 275 Questions with 100% Actual correct answers | verified | latest update | Graded A+ | Already Passed | Complete Solution

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MAT 275
differential equation - ANS-an equation for an unknown function that involves the
function's derivative

mathematical model - ANS-an equation that describes a physical process

equilibrium solution - ANS-a differential equation solution function that does not change
in time, in which the first order differential equation is equal to zero

dy/dt = f(∅(t)) = 0

linear differential equation - ANS-a_n (t) y^n (t)+a_(n-1) (t) y^((n-1) ) (t)+⋯+a_1 (t) y^'
(t)=f(t)

where n is the degree of a

order (of a differential equation) - ANS-the highest derivative in a differential equation

solution (of a differential equation) - ANS-a function that satisfies a particular differential
equation

initial conditions - ANS-a set of conditions on the solution that allow us to determine the
particular solution

general solution - ANS-a solution to a differential equation which has many arbitrary
constants as its order

particular solution - ANS-a solution to a differential equation which has no arbitrary
constants

initial value problem (IVP) - ANS-a differential equation with an appropriate number of
initial conditions to solve it exactly (according to its order)

autonomous equation - ANS-an differential equation that does not depend upon the
independent variable (often "t")

dy/dt = f(y)

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