
I use simple integration to solve this problem
Calculate the average 12T IT 1911 3/2 r/a) ir sinedrdada, 5L) = , To do Jovila
Procedure: 1. Assume that you have constructed the circuit from Figure 3. Since 57=5L/R is approximately 0.15 ms, steady-state conditions essentially exist as soon as the network is constructed, so you may do your analysis assuming steady state. 10v + >Ri= 1K2 V elem L= 10 mH V2 + M R2= 470 Figure 3 2. Calculate I, I1, and 12 assuming an ideal inductor (i.e. Rint= 0 2). Record the results in Table 2, first column. (2 points)
Find the exact length of the curve. x = 3 + 12t^2, y = 8 + 8t^3, 0 ≤ t ≤ 1
Question 3 3 pts Find a vector function, r(t), that represents the curve of intersection of the two surfaces. The cone z = V x2 + y2 and the plane z =6+y 12 1 12 a. r= 1 (61,42 – 36,42 +36) b. 1) = 1 (12t,t2 + 36,42 +36) +(12t,– 12,42 +12) ${12t,t2 – 36,2 +36) P(8) = 1 / 2 C. d. (6) 2 1
Procedure Table 1 Voltage Generated, v Voltage across R, VR (V) Current IR, (A) 1 V 0.194 0.021 2 V 0.393 0.041 3 V 0.593 0.061 4 V 0.794 0.081 5 V 0.995 0.101 Average 0.593 0.061 Procedure 2 Setup Procedure Procedure 2 Setup Procedure Table 2 Voltage Generated, v Voltage across R, VRC (V) Voltage across C, Vc (V) 1V 0.161 0.526 2 V 0.322 1.052 3 V 0.489 1.586 4 V 0.651 2.109 5 V 0.816 2.647 Average...
An object moves along a line where s(t) = t^3 − 12t^2 + 36t − 30 (where s(t) is in feet and t in seconds). 1) When is the velocity 0? 2) When is the velocity positive? 3) When is the object moving to the left? 4) When is the acceleration positive? 5) Sketch a picture of its motion. Please label the numbers of the answers.
part d only
Let S be the surface of the sphere r-+92 + ~2-R-with positive orientation. Let F : IR: → IR3 be a vector field and Fr-F.r its radial component (where r denotes the unit vector in the direction of r). a) Show that F,sin(o) do de 0 0 in case of R - 1 b) Find a corresponding formula for arbitrary values of R c) Find a corresponding formula for real-valued functions f : R → and arbi-...
this problem is related to meaure theory
Problem 3. Let f be a nonnegative measurable function on R. Show that imd. 72 IR
Problem 3. Let f be a nonnegative measurable function on R. Show that imd. 72 IR
3. We know that when Ir < 1 Suppose r is a specific positive value between when |r < 1 Suppose 1-r 0o 0 and 1. How does the value of >-crn compare to happening with the series and with the final sum.) c(-r)"? (Think about what is n-0 n=0
3. We know that when Ir
please fill in the rest thanks
15 V A. What is the range of possible values of ? (HINT: What are the extremes for the possible values for ORK) I. Calculate the required value of R such that IR-50 μΑ of current. (SHOW YOUR W B. One approach: Kirchoff's Current Law (KCL) I, - 12tIe 15V R1 Vail-VheadIR Ri RiR) CR.tl)V R= ing r49 一2. Using the resistor substitution box, place the value of R determined in Part II.B. 1...
IR is the region in the first quadrant that is outside the circle r=2 and inside the cardioid r=2(1+cose) then • Sariola .2(1+cose) fr, e) dr de Lecco.fr,@drde of seconfr, e)r dr de b* <*•com .2(1+cose) fr.erdrde