Suppose g(t)=t^2-4t. a. Evaluate g(-3). b. Solve g(t)=-3
pls do all questions.
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1. [5 Consider the IVP rty(t) + 2 sin(t)y(t) = tan(t) y(5)=2 Does a unique solution of the IVP exist? Do not solve the IVP but fully justify you answer. What is the IOE? 2. 4 Consider the ODE Using undetermined coefficients, what is an approprite guess for the coefficient (s) in yp but fully justify you answer. ? Do not solve for 3. [10] Solve the IVP. Use any approach you like y(x) 6y'(x)...
Solve the following using iteration method. Note: T(1) = 1. 2. recurrences GE) T(п) 2T 2.1 3 Т(п) 2T (п — 2) + 5 2.2 Solve the following using Master Theorem. 3. recurrenсes T(п) log n n 4T .3 3.1 n 5T 2 n2 log n T(п) 3.2
Solve the following using iteration method. Note: T(1) = 1. 2. recurrences GE) T(п) 2T 2.1 3
Т(п) 2T (п — 2) + 5 2.2
Solve the following using Master Theorem. 3....
dy Solve the initial value problem (t+1). dt = y + (4t² + 4t) (t + 1), y(1) = 9 g(t) =
Solve the IVP using laplace transformation
y”+3y=(t-2)u(t-1)
y(0)=-1
y’(0)=2
Solve the IVP usiag laplace transformahbn 3y (t-2) u (t-1) (0) 2 yo)-1
Solve the IVP usiag laplace transformahbn 3y (t-2) u (t-1) (0) 2 yo)-1
Use MatLab to Solve x(t)=c1cos(4t)+c2sin(4t) (where c1 and c2 are constants) on the intervals t<(3pi/2), (3pi/2)<=t<9, 9<t<15 Please show all code.
2. Consider the IVP /" -+13y-6(t-2), (o)-o,)-1 a. Solve the IVP. b. Find the exact value for the following.
True or False Ivp questions
a) An IVP of the for y' + p(t)y = g(t), y(0) = yo, with p and g continuous functions defined for all tER, always has a unique differentiable solution y(t) defined for all t E R. b) To find the solution of y' + p(t)y = gi(t) + 92(t), y(0) = yo it suffices to solve y' + p(t)y = gi(t), y(0) = 0 and y' + p(t)y = 92(t), y(0) = 1 and...
question 1,2,3 please
Special Functions- IVP and BVP Quiz 3.12 Solve the following initial value problems. Ans: y- cost+ H(-3)-cos(t 2r) H(t3) y(0)=0,s(0)=1 where 2. v', +y=g(t), { 1, 0 t<π/2 g(t) = Ans:y=1-cos t + sin t + (sint-1)H(t-π/2) x(0) = 0,d(0) = 1 where 3、z"(t) + 162(t) = g(t), cos 4t, 0 12π. t<π 5
Special Functions- IVP and BVP Quiz 3.12 Solve the following initial value problems. Ans: y- cost+ H(-3)-cos(t 2r) H(t3) y(0)=0,s(0)=1 where 2. v',...
2. Solve the IvP x()21 x(0) = | 1 t) = la x(t),