bomyaM 4706 エ NAJ Soku Mo - (Gom)(sOK) (sok) +(30k) 37.5 Vx = = Ny = 37mV (6om)-(37 sm) (20k) (37SM) - (ル-
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- Calculate the sum of series of odd numbers from the list of numbers. The length of the list is in ML 2200H and series itself begins from ML 2201H. Assume the sum to be greater than FFH. Store the results in ML 2300H and 2301Hdiff b/w aproximated & Interp0leted Curves. (Brief explanation with sketches)2 If intrinsic impedance n1 = 355,91 and ɛr1=6,81, then ur1=? (TT=3.14154 and take the decimal part at least 3 digits in the operations) 1 y Er2, Mr2, O2 Er1, fHy1, 01 2 Îi
- Hello. I keep getting lost on my process and keep getting wrong answers. I'm having trouble getting the q points and I'm possibly getting the polarity wrong in my equations. How would you go about this? Thank you for your time and help. I know it is a lot so if you could just do the first couple so I can see what is going on, I'ld appreciate it very much.PS. This is Digital Electronics SubjectQ. Define m00 re riachiné.. MOo DAw the State diagream of 1011 wi thout overlaPping
- b. Perform the following arithmetic:- i. (10001001), – (10000001), using 2's and l's complement; ii. (11011011)2 * (00000001)2P3/ A sinusodail signal Shown in figure (1) be low: Time (t) Upp is 12v and T= 0,08 Sec I- Explain in details the method of Converting the above signal to a digited bits stream start with 0ooo upto 1111 I1- what is the bit reate for the process abuve ? I71- ealeulate: Signel Signl to noi se ratio and noise power.Data communication subject , i need now fast less than 5 m
- What will be the controller output for a Proportional Derivative controller (i) Initially and (ii) after T= 2 seconds (iii) after T= 3 seconds after the error begins to change from zero at the rate of 2%/s. The controller has Kp=2.5,KD=1.4 seconds. 9. S. 7- 3. 1 Time % of Error 61Perform the following subtraction using 1’s and 2’s complement method (Show step by step process) (i) (11010)2 – (10000)2 (ii) (1000100)2 – (1010100)2Question No. 5 Perform following operations i. (11100011)2- (10101010)2 ii. 789 + 234 → (BCD Addition)