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For the A/D of ATmega32, find the step size for each of the following V_ref' V_ref...
HOW TO DO THIS STEP BY STEP? (d) Find the final pressure if a fixed amount of ideal gas with initial pressure Po = 105 Pa, volume V, temperature To undergoes the following 2 processes, one after the other: 1) isochoric heating causing T to increase by factor 3 (i.e. 3 times) 2) isothermal expansion causing V to increase by factor 2.
A 12-bit A/D converter has an input range of ±8 V. Determine the step size. Do this by hand and show all work.
Trying to find out how to come about the answers showing the work, formulas, step-by-step process. Consider the estimated equation from your textbook. Answer Questions 18 & 19. Test Score = 698.9 -2.28 STR (10.4) (0.52) RP = 0.051 SER = 18.6 18. What is prediction of test score for STR=4? (a) 689.78. (b) 456.87. (c) 298.25. (d) 265.20. 19. How would the estimated test score would change is STR increased from 4 to 6? (a) would decrease by 4.56...
could u explain step by step For each of the following integrals find an appropriate trigonometric substitution of the form x = f(t) to simplify the integral. a. fax – 3y die X = b. - x2 V7x2 +5 dx X = c. · S xV7x? – 28 7x? - 28x + 21 dx X = d. - dx - 119 - 5x2 + 50x X =
In general, if an algorithm at each step divides the problem size by some constant c > 1, so that at step 't' the problem size is only n / ct if n was the starting size, then such algorithm is said to have what kind of run - time?
3. Euler's Method (a) Use Euler's Method with step size At = 1 to approximate values of y(2),3(3), 3(1) for the function y(t) that is a solution to the initial value problem y = 12 - y(1) = 3 (b) Use Euler's Method with step size At = 1/2 to approximate y(6) for the function y(t) that is a solution to the initial value problem y = 4y (3) (c) Use Euler's Method with step size At = 1 to...
Use 6 decimal places in your calculations Consider the following IVP: 5 x a) Compute y(0.4) using Euler's method with step size h 0.1. b) If the exact solution is y - ex+ ex, then find the true error at each case Use 6 decimal places in your calculations Consider the following IVP: 5 x a) Compute y(0.4) using Euler's method with step size h 0.1. b) If the exact solution is y - ex+ ex, then find the true...
1. Consider the test equation y = -8y Find the condition on the step size for the absolute stability requirement to obtain the approximate solution of the test equation when the forward Euler method is used.
In each of the following situations, find the necessary sample size. a. In the Consolidated Power hypothesis test of H0: μ ≤ 60 versus Ha: μ > 60, find the sample size needed to make the probability of a Type I error equal to .025 and the probability of a Type II error corresponding to the alternative value μa = 60.5 equal to .025. Here, assume σ equals 2. n = ______
5. Let f(x) = cosx where 0<x< . Find the optimal step size h if the C.D.F of order 0(h) is used to estimate f'(xo).