draw a stright line bode aproximation for the transfer function in the attached picture. On the graph include individual components
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Hi, can you please draw a stright line bode aproximation for the transfer function in the attached picture.
On the graph include individual components
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- can you solve this question for value a/4 thenk you :)Determine the differential equation governing the voltage across the current source at t20. C1 HH 1F t= 0 1 C2 L1 31H R3 R4 2A 0.50 1F 20Find: Ib, Ic, Vce, Vb, Vc, Vrb Vre, & Vrc Note: show your solutions no solution means wrong answers. C2 HE 1000μF Rb 560 ΚΩ VCC 12V Rc 2kQ Q1 C1 요 HE 1000μF 2SC1815 R1 2000
- The figure shows v(t) and i(t) across a load. Then, the impedance of the load in kQ is: v(t) Volt, i(t) mA -v(t)-it) 250 200 150 100 50 0.dos 0.010 0.015 -50 -100 -150 -200 -250 Time (sec) 1.25Z30° 1.25Z- 45° 1.25Z60° O 1.25Z45°REC O x .002 w to Determine If 2 Events Are Independent: Substitute in what you know in to P(An B) = P(A) • P(B) and check to see if left side equals right side. o If it's equal, then it's independent. o If it's not equal, then it's not independent (or dependent). Let event M = taking a math class. Let event S = taking a science class. Then. M and S = taking a math class and a science class. Suppose P(M) = 0.6. P(S) = 0.5. and P(M and S) = 0.3. Are M and S independent? PCM)- P(S) = P(Mand5) .3 .3 indep endent .3 9. In a class, 60% of the students are female. 50% of all students in the class have long hair, 45% of the students are female and have long hair. Of the female students, 75% have long hair. Let F be the event that the student is female. Let L be the event that the student has long hair. One student is picked randomly. Are the events of being female and having long hair independent? ELMO9 62 802 5 mH 一 80V 156 1oov o=t エ has been n positien it moves to position The Switeh n the civauit in for a log time. At +=0 b. Find reltl for t70.
- C(s) TF = Find the ratio. ain vimini n ww wwww w m w ww By simplifying the block diagram given below R(s) R(s) C(s) G2 G4 H,Which of the following are parameters? a. σ b. s2 c. μ1 - μ2 d. More than one of the above is correct.A 2500 V, 1000 kVA, 0.85 power factor (PF) lagging, four-pole, A-connected synchronous generator has a synchronous reactance of 1.2 Q and an armature resistance of 0.15 Q. At 60 Hz, its friction and windage losses are 25 kW, and its core losses are 17 kW. The field circuit has a DC voltage of 220 V, and the maximum If is 10 A. The resistance of the field circuit is adjustable over the range from 22 to 220 N. The Open Circuit Characteristic (OCC) of this generator is shown in Figure Q1(a). Q1 (a) (i) Calculate the internal generated voltage, EA of this machine at rated conditions. (ii) Determine the required field current to make Vr equal to 2500 V when the generator is running at rated conditions. If this machine is operating at rated conditions, determine the input torque, TAPP that must be applied to the shaft of this generator? (iii) (iv) Calculate the efficiency of the generator.
- The number (83.45) in base (r=10) can be represented as: 8x101 + 3x100 + 4x10-1 + 5x10-2 8x102 + 3x101 + 4x10-1 + 5x10-2 8x101 + 3x100 . 4x10-1 + 5x10-2 8x102 + 3x101 . 4x10-1 + 5x10-2Q1:-Find i (t) and i2 (t) in the following circuit: 50 0.02 F 12 cos(20t + 20°)+ 80 mH 40 250mH 18 cos(20t)In the circuit below, write the KVL equation of the primary side 1102 100 10 402 302 Select one: a. 70 = (10 + j10)lg-j10l| b. 03 (10 +j10)l, + j10lL %3D C. 70 = (10 + j10)lg+j10lL %3D d. 70 (10 +j10)lg %3D