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sketch and express in terms of unit step and ramp functions
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- Integral controller is a. Working on transient response b. frequency independant working on steady state response O c. frequency dependant working on steady state response d. non is correctfrequency dependant working on steady state responseDetermine z-transform and ROC(region of convergence) of following two signals (f) and (g) and explain where required i. e during change in limitsFind the convolution of these signals, write it in PIECEWISE FORM, NOT AS UNIT STEP ETC.
- 1) The definite integral ________ estimated using numerical methods. Can be Cannot be 2) In the bungee jumping problem, the derivative is transformed into a simple --------- Numerical value Change in vover change in t Change in t over change in v AlgorithmFind the simplified expression of the given functions below using K-map. Label eachsubcube/grouping. Subcube 1 corresponds to your first term, subcube 2 to the secondterm and so on.LPLACE TRANSFORM .need only handwritten solution .otherwise downvote.
- How to Draw the unit step functionQUESTION 3 (a) There are 4 different types of transform (i to iv), can be used to represent a continuous and discrete time signal. The chosen types of transfom are selected based on the finite or infinite duration and also the generated signal either periodic or aperiodic. In the table, fill in the blanks with i, ii, iii or iv depending on which transform(s) can be used to represent the signal described. i- Contimuous-time Fourier Series (CTFS) Discrete-time Fourier Series (DTFS) 11- ii- Contimuous-time Fourier Transfom (CTFT) iv- Discrete-time Fourier transform (DTFT) Signal description Transform Continuous time Infinite duration Periodic Discrete time Infinite duration AperiodicFind the steady-state error of this system when a unit-ramp input is applied. R(s) C(s) 3+ S+9 controller plant Select one: O a. 1.243 O b. 0.134 O c.infinity O. d. 0.01443 e. 1.0