1. (1 point)Please state if the following equations are exact or not:
Please provide explanation
FFD 1. Derive: a. Excitation equations. b. Next state equations. c. The state/output table. d. The state diagram for the circuit. e. Draw the timing diagram of the circuit. 00 FF1 DO
please determine which equations are exact and solve
them.
Exact Equation nice* (x + y + 2xy2 ) + 6x) dx +(2x+ye* +2 ) dy = 0 2) · (3x” cos xy - x® y sin xy + 4x )dx +(8y - x' sin xy) dy = 0
8 (1 point) Find all solutions of the system of equations and state the rank of the matrix of coefficients: 6n + 2T2-343-r4 1 =
Problem 2. Solve the equations which are either exact or can be changed to the exact equations a. sint cos edt sin cdr 0 b.y = y(1) = 2
exact value in radian
measure
COS the following equations ove
Find all of the EXACT solutions on the interval [0,2T) for the following equations: 1. 4 sec 0 = -8 2. 7 tan20 = 21 3. 2sin 0 + 2cos 0 = -6 Hints: You'll need to square both sides AND use a double angle identity. 4. 2cos(30) + 1 = 0 (no identities needed to solve)
Solve the following differential equations and determine the interval of validity. Leave your answers in exact form, no decimal approximations. 1. Please Show full steps. I'm stuck 2x-1 , y(0) 0 1-2u y(0) = 0 2x-1 , y(0) 0 1-2u y(0) = 0
Please explain as much as possible
Consider gases described by the following two equations of state: RT RT b) p a) Perfect: p m 2 Vm -b as ) Use Maxwell Equation to derive an expression for for each equation of state т ii) for an isothermal expansion, compare the change in entropy expected for a perfect gas and for a gas obeying the Van der Waals equation of state (Equations a and b) ii Which has the greatest change...
Please explain your solution wherever possible, thank you!
PROBLEM 3 Determine whether each of the differential equations is exact. If it is exact, find the solution (2 +3)(2y - 2)y0.
PROBLEM 3 Determine whether each of the differential equations is exact. If it is exact, find the solution (2 +3)(2y - 2)y0.
What is the relationship between a state function and an exact differential? Match the items in the left column to the appropriate blanks in the sentences and the equations on the right. Reset Help In order for a function f(r,y) to be a state function, it must be possible to write the total differential df in the form df dr + dy If the form df as written exists, it is an exact differential