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- Given the complex numbers A1=630 and A2=4+j5, (a) convert A1 to rectangular form: (b) convert A2 to polar and exponential form: (c) calculate A3=(A1+A2), giving your answer in polar form: (d) calculate A4=A1A2, giving your answer in rectangular form: (e) calculate A5=A1/(A2*) giving your answer in exponential form.Q15 The statement is True or Falsemy matric number is 201061325 - so put the A = 3 , B = 2 , C = 5… please use this ABC.. dont use like the question… please answer question 1.a.i quickly.. thank you
- Simplify the equation correctly, pleaseFIND RTH,VTH( NEED ONLY HANDWRITTEN SOLUTION PLEASE OTHERWISE DOWNVOTE ).Complete the given table using Nodal Analysis. Round off only in the final answer. Final answers must be round off to five decimal places. Compose the node equation. Multiply with the least common factor to remove fractions. @node x: Y11Vx = Isc1
- Starting position of an object is represented as5.1±0.2m and finishing position as y=6,9±0.3m.What will be the displacement and errorindisplacement?Select one a. Displacement = 1:8m. Error=0.5mb Displacement = 1.8m, Error= 0.3mc Displacement - 1.8m, Error = 0,36md Displacement = 1.8m, Error = 0.4mFill in the following Karnaugh map using 1,0,X f= A'B'+A'B'C'+A'BD'+AC'D+A'BD+AB'CD'+ABCD' \ AB CD \ 00 01 11 10 00 ? ? ? ? 01 ? ? ? ? 11 ? ? ? ? 10 ? ? ? ? (b) By the above map, find the minimum sum of product for f and f' (c) Find the minimum product to sum for fGiven A = <2.4, -1.6, 5.5> and B = <0.4, 0.9, -5.6> Determine the dot product of A and B. (Round your answers to 4 decimal places.)
- Using the operator a=1∠120, evaluate the following in polar form: 1- (a-1)/(1+a-a2) !!!!!! I want detailed solution. !!!!!Compute the circular convolution of the given sequence by using Matrix based approach: x(n)={-2 -1 0.35 1 0.75 0.6 } h(n)={1 0 4 1} and write complete expression for the output of each convoluted term.JusT Solve B