please be clear and clean handwriting please!!
please be clear and clean handwriting please!! 2. In be a series of nonnegative terms. Show...
please be clear and clean handwriting please! 5. Compute ett for the following matrices, and if initial conditions are provided, solve the initial value problem for the system x' = Ax: (a) (1] x(0) = [?] a 1 ] O ate) Remark: Be sure to compare your answer for et A with (2.23), the exponential of the Jordan block with eigenvalue a. [ 1 0 0 1 2 0 110-11 x(0) = 0 -1
Would you please answer these questions with Clean handwriting or typing and large font. please show all the steps. Thank you Q7. (6 pts) Evaluate the integral. S (y - 1)(2y + 1)dy
PLEASE, I WANT THE ANSWER WITH GOOD HANDWRITING PLEASE, AND CLEAN AND CLEAR. THANK YOU 3. An L 5x 3 %x % angle is used as a compression member of a bridge. If L-10 feet, determine the allowable stress for Fy -36 ksi. What boundary conditions do you pick for the two ends? Why? What is the allowable axial load for extension? Explain.
do 2 in clear handwriting please PROBLEM (HAND-IN ASSIGNMENT Apply the direct comparison test to each of these series: o Živa-2
Please solve with CLEAR handwriting 2).(6 points). Draw block diagram for the given system. a. Show the control element for the given system. b. Show the controlled and controller part of the system. Inlet H Tank Outlet Heater
Consider a series formed by deleting all terms from the harmonic series that contain the digit 7. Show, with clear explanation of each step, that this series converges.
Answer is given. Please show work. Find the first three nonzero terms of the Maclaurin series for the function and the values of x for which the series converges absolutely. f(x) = (3 cos x) In (1 + x) What are the first three nonzero terms of the Maclaurin series for f(x)? av 3,2 1,3 3x - 3x - zxo (Type an exact answer.) What are the values of x for which the series converges absolutely? (-1,1) (Simplify your answer....
Hi please answer these two questions show steps with clean handwriting... QUESTION 1 Express the following power ratio in dB: 82. A 19.13 B 5.06 C 26.24 D 8.74 QUESTION 2 Convert the following decibels to a number: 20 dB A 100 B 10 C 1000 D 1
Fluid question ..... please be clear and specific. Be clear with your handwriting and nice pic Problem 1 (a) A stationary fluid of density ρ is contained in the inclined pipe shown below. The angle of inclination of the pipe with the horizontal is . A U-tube manometer is used to measure the pressure difference between the points 1 and 2. The manometer contains a second liquid of density pm [shaded region] Also given are the heights s and h,...
True or False: If n=1 an is a series with terms an which are nonnegative real numbers, and the partial sums N=1 an are uniformly bounded in- dependent of N E N, then n=1 An is a convergent series. If true, prove it; if false, give a counterexample.