2. Fit the data to the periodic models F3)C1 +c2cos2t +c3 sin 2Tt and Fa(1)-ci + c2 cos 2πι + c3 ...
(1 point) Fit a trigonometric function of the form f(t) ,5), using least squares c1 sin(t) + c2 cos(t) to the data points (0, -1), (,7), (n, 5), co Co = C1 C2 (1 point) Fit a trigonometric function of the form f(t) ,5), using least squares c1 sin(t) + c2 cos(t) to the data points (0, -1), (,7), (n, 5), co Co = C1 C2
Question 12 (1 point) C3 C1 C2 C4 In the following circuit, C1-2 9 F, C2-2' 9 F, C3-2" 9 F, C4-2 9 F, and E- 6 Volt. Calculate the charge in C3 capacitor Your Answer Answer units
Question 4 (1 point) Let the sample data be: C1 C2 c3 1 0 2 2 1 1 3 1 1 1 3 2 2 2 1 3 2 1 3 1 3 2 2 3 1 1 3 1 P (C1 ? 3, C2 1, C3 2| O 0)= 1/64 1/8 1/27 1/32 Question 5 (1 point) Let the sample data be:
You are given that yh = c1 cos(3x) +c2 sin(3x) is the general solution to the homogeneous differential equation y 00 + 9y = 0 (a) In each case below, write down your “guess” for the form of the particular solution to the differential equation. y 00 + 9y = f(x) Question 6. (Total marks: 14) You are given that y = cos(3x) + sin(3.c) is the general solution to the homogeneous differential equation y" +9y = 0 (a) In...
Question 2 (30 points) Integrate f(x, y,2) xzv2-z2 - y2 over the path C, which consists of two curves, C1 and C2 from (1, 0, 0) to (1,0, 0), then to (-1,3, 0). Curve C1 is only half of the circle2 Curve C2 is a straight-line segment. The parametric equation for G is G: r! (t)-cos t î + sin t k, 0 π Find the line integral: Jcf(x. y,z)ds - (25 points) C2 (-1,3,0) Question 2 (30 points) Integrate...
You have a data set C1 and you do the following transformation using statistical software: C2=C1/5 You find the mean, median and standard deviation of the original C1 and the new C2 and compare them. You must then answer the question pictured below. I assumed "none of them" would be the answer since all three values changed after the transformation, but that answer if wrong. •If you shift the original data (C1) as follows: C3=C1+5 how would you answer the...
Need to perform an anova test om C1-T C2 C3 Field Cost SocialSci... 77 1 2. NaturalS... 231 3 Naturals... 189 SocialSci... 85 4 5 Naturals... 113 6 Humanities 132 7 SocialSci... 199 8 SocialSci... 161 9 Humanities 213 10 Arts 131 11 Arts 133 12 Arts 118 13 SocialSci... 197 14 SocialSci... 95 15 SocialSci... 73 16 SocialSci... 115 17 Naturals... 110 18 SocialSci... 87 19 Humanities 223 20 Humanities 74 C1-T C2 C3 C4 Field Cost 21 Arts...
RS Given that R2-40K, R5-10K, R6-10K, R7-10K, RL 5K, C 1-1 000uF, C3-. 1 uF, C4-1 000uF, C2-0pF and Vec=1 5V. Vcc C3 n RT Vin C1 vo Draw the DC model of this circuit. a. R6 RL Find the bias voltage at pin 3 of the op amp. b. ua741 R2 C4 Find the low-frequency cut-off of this circuit. c. acts like a short circuit? What is the input current at pin 2 of the op amp? e. f....
C1-T C2 c3 c4 C7 CB SEX AGE cs Св FOOT LE... SHOE PR... SHOE SIZE HEIGHT 27.8 31.3 11.0 180.3 25.7 29.7 9.0 175.3 1 M 67 2 M 47 3 M 41 26.7 31.3 11.0 184.8 4 M 42 25.9 10,0 177.8 31.8 314 5 M 48 26.4 10.0 182.3 6 M 34 29.2 13.0 185.4 31.9 31.8 7 M 26 26.8 11.0 180.3 8 M 29 28.1 175.3 31.0 29.7 10.5 9.5 9 M 60 25.4 177.8...
1. The current through a 0.1-H coil is provided. Find the sinusoidal expression for the voltage across the coil. Sketch the v and i curves. a. i = 10 sin 377t b. i = 7 sin(377t - 70°) 2. The voltage across a 1-micro F capacitor is provided below. What is the sinusoidal expression for the current? Sketch the v and i curves. v = 30 sin 400t 3. For the following pairs of voltages and currents, determine whether the...