CurreActiTutorial Problem No. 12.11. Perform the following indicated operations:indi wolo e ilImpong n(a) (60+j80) + (30-j 40) (b) (12-j6)-(40-j 20) (c) (6+j8) (3-j4) (d) 16+j8) ÷ (3-j4)[(a) (90 + j 40) (b) (-28 +j 14) (c) (50+ j 0) (d) (-0.56 + j 1.92)Appfa2. Two impedances Z₁ = 2 + j 6 2 and Z₂ = 6-12 52 are connected in a circuit so that they are additive.Find the resultant impedance in the polar form.POWCho[102-36.9)3. Express in rectangular form and polar form a vector, the magnitude of which is 100 units and thephase of which with respect to reference axis isAC(a) +30° (b) + 180° (c)- 60° (d) + 120° (e)-120° ()-210°.SUMELOWCopDielFact[(a) 86.6+j50 230° (b) (-100+j0), 100 Z180° (c) 50 -j86.6, 100 Z-60° (d) (-50+j86.6), 100Z-120° (e) (-50-j 86.6), 100 Z-120° ) (-50+j86.6), 100 Z-2101In the equation V-V-ZI, V = 100 0° volts, Z=10 2 60° 2 and I=82-30° amperes. ExpressV in polar form.4.ReslCapReso[50.52-52°15. A voltage V= 150+/ 180 is applied across an impedance and the current flowing is found to be 1:5-j4. Determine (i) scalar impedance (ii) resistance (iii) reactance (iv) power consumed.Gra[(i) 3.73 2 (ii) 0.75 2 (iii) 36.6 2 (iv) 30 WJRes6. Calculate the following in polar form:ResApip(i) Add (40+ j20) to (20+ j120)(iii) Multiply (15+j20) with (20 + j30)(ii) Subtract (10+ j30) from (20-j20)(iv) Devide (6 + j7) by (5 + j3)(Gujrat University, June/July 2003)7. Why is impedance represented by a complex number?(RGPV Bhopal December 2002)COMMENDHaltResBarascDet

As per guidelines we need to answer only first question so please repost rest questions separately.…

Tutorial Problem No. 12.1 fra 1. Perform the following indicated operations: (a) (60+j80) + (30-j 40) (b) (12-j6)-(40-j 20) (c) (6+j8) (3-j4) (d) 16+j8 [(a) (90+j 40) (b) (-28 +j 14) (c) (50+j 0) (d) (-0 2. Two impedances Z₁ = 2 +j6 92 and Z₂ = 6-12 52 are connected in a circuit so that they Find the resultant impedance in the polar form. (1 3. Express in rectangular form and polar form a vector, the magnitude of which is 100 phase of which with respect to reference axis is Stoy enorts (a) +30° (b) + 180° (c)- 60° (d) + 120° (e)- 120° ()-210°. 30° (b) (-18 Reng- AGO 201 [(a) 86.6+j50 230° (b) (-100+j0), 100 Z180° (c) 50-j86.6, 100 Z-60° (d) (-50 Z-120° (e) (-50-j 86.6), 100 Z-120°) (-50+j 86.6), 10 4. In the equation V-V-ZI, V = 100 0° volts, Z=10 2 60° 2 and I=82-30° ampe Vin polar form. [5 5. A voltage V= 150+j 180 is applied across an impedance and the current flowing is fo 5-j4. Determine (i) scalar impedance (ii) resistance (iii) reactance (iv) power consum [(i) 3.73 2 (ii) 0.75 2 (iii) 36.6 6. Calculate the following in polar formle

Tutorial Problem No. 12.1 fra 1. Perform the following indicated operations: (a) (60+j80) + (30-j 40) (b) (12-j6)-(40-j 20) (c) (6+j8) (3-j4) (d) 16+j8 [(a) (90+j 40) (b) (-28 +j 14) (c) (50+j 0) (d) (-0 2. Two impedances Z₁ = 2 +j6 92 and Z₂ = 6-12 52 are connected in a circuit so that they Find the resultant impedance in the polar form. (1 3. Express in rectangular form and polar form a vector, the magnitude of which is 100 phase of which with respect to reference axis is Stoy enorts (a) +30° (b) + 180° (c)- 60° (d) + 120° (e)- 120° ()-210°. 30° (b) (-18 Reng- AGO 201 [(a) 86.6+j50 230° (b) (-100+j0), 100 Z180° (c) 50-j86.6, 100 Z-60° (d) (-50 Z-120° (e) (-50-j 86.6), 100 Z-120°) (-50+j 86.6), 10 4. In the equation V-V-ZI, V = 100 0° volts, Z=10 2 60° 2 and I=82-30° ampe Vin polar form. [5 5. A voltage V= 150+j 180 is applied across an impedance and the current flowing is fo 5-j4. Determine (i) scalar impedance (ii) resistance (iii) reactance (iv) power consum [(i) 3.73 2 (ii) 0.75 2 (iii) 36.6 6. Calculate the following in polar formle

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

cal Analysis (Spring 2021) x FAlpQLSeCeJ446NzTILjVIPLSriZpPKpjw5CMFbKK34yG8Yvf9tAWbA/formResponse z poimts = x2 - 4x + 3. If po Consider the function f(x) out the value of p1. 1.5, use Newton Method to find A. 0.999 В. 0.975 C. 0.75 D. 1.5 E. None of the above O A O E 2 polnts ir 3. If p - 1.5. use Newton Method to find Consider thee function fG)- ont the value of p A. 0.999 B 0.975
Determine expression Round your answers to three decimal places. R= Wo || wo, R, and 8 so as to write the given in the form u = Rcos(wot - 8). u = 5cos3t - 7sin3t 8= i i i
-100 30 A1 80 A 9, A3 200 1. What is the value of ybar from the 1-1 line [Select] 2. What is the value of centroidal MOI Ixx? [ Select] [ Select ) 3. What is the value of centroidal MOI lyy? >
10KN 2m 1m A=? B=?
100 91 A1 80 9, A3 200 1. What is the value of ybar from the 1-1 line [ Select ] 2. What is the value of centroidal MOI Ixx? [ Select ] 3. What is the value of centroidal MOI lyy? [ Select ]
GivenpointsA(x= 2,y= 3,z= -1) andB(rho=4, phi= -50degrees , z= 2),find the distance from:(a)A to origin;(b)B to the origin;(c)A to B.
: Prove that (1) Ya = Gs Yw 1+e
- Evaluate or simplify the following expressions: (a) 8 (b) 88 (c) 88 (d) &1jk 3jVk kk jk
Obtain the general solution of the DE: 2 2 (xy + x)dx = (x²y² + x² + y² + 1) dy Ln(x^2+1)=y^2-2y+4In Ic(y+1)| OLn(x^2+1)=y^2+2y+4In [c(y+1)| Ln(x^2-1)=y^2-2y+4in (c(y+1)| OLn(x^2+1)=y^2-2y-4ln |c(y+1)|
F AE= ? F DE=? F BE=?
Urgent K = 3 L = 1 M=1 N=9
100 A 9, A3 200 1. What is the value af ybar from the 1-1 line (Select) 2. What is the value of centroidal MOI bxx? [ Select) 3. What is the value of centroidal MOI lyy? (Select)