I need solution with all steps please
Show that x = tan(t) is a solution to (dx/dt) = 1 + x2
I need solution with all steps please Show that x = tan(t) is a solution to...
please show all steps & work, thanks! T/4 3. Evaluate the integral 6.** (sec x(sec x – tan x)) dx
Show all steps please. b. ASSUME the Differential Equation: dx dt :-(W2)x. 1. SOLVE. That is, determine a function x = f(t) which satisfies the above. 2. CHECK. Show that your function to the above dif. eg. is, indeed, a solution.
Hello, I need help with this problem. Please show the solution and all the steps that lead to it. Thank you very much. or ts A and
Find an implicit and an explicit solution of the given initial-value problem. (Use x for x(t).) dx 4(x2 + 1), (3/4) = 1 dt implicit tan?(x) = 4t+ 311 4. X
please I need help with this exercise. please show all the clear steps in an organized way Given x(t) - 5u(t) + 5u(t-3) a) Ploi x(i) Answer: b) Find the Average Power in x(t) Answer: Pa PXavg
Could you please show me the steps without explanations I need it ASAP please thank you, I will give tum up Determine the domain of the function Х f(x) = X-2 O A. All real numbers except 2 OB. All real numbers OC. No solution OD. X2
hello, I need help on this z transform problem please try to show steps by steps so I can understand I attached the way my Prof wants to do, please try to follow that I also give answer with the problem for ur help. thanks please disregard the last pictures try to solve this problem I also include the solution for the problem, please show steps by steps so I can understand thanks OPINA Real fxpnessim o X CD X2=...
i need help with two questions DE valuate S tan (t) dt 2) Evaluate and simplify Je cos (8x) dx Se WITNESSITA DATE SIGNATURE
clear steps please, i couldn't solve it In trigonometric Fourier series representation: x(t) = A + ) (Ak cos(kwot) + Bk sin(kwt)). k=1 If the derivative of x(t) is represented by another Fourier series dx(t) dt = E. + ) (Ex cos(kw.t) + Fk sin(kw.t)), k=1 find the relations between Ak & Bk and the new coefficients Ek & Fr.
Please i need step by step solution u have to write all steps for it I need it ASAP thank you . Show that for the one-dimensional heat equation with a 1 the function and its partial derivatives фг(Lx) and Orlt, z) are solutions. Here A and B are arbitrary constants