Ebn111 2014 exam 3 vraag 12 4 bepaal p 1 p 2 v 1 en i

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EBN111 2014-Exam 3 Vraag 1.2 [4] Bepaal P 1 , P 2 , v 1 en i 2 . Question 1.2 [4] Determine P 1 , P 2 , v 1 and i 2 . + - + - g1874 g2869 + 1 0 g1848 + 20g1848 2g1827 g1861 g2869 =6g1827 10g1861 g2869 + 1 0g1848 g1861 g2870 g1842 g2869 g1842 g2870 10g1827
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EBN111 2014-Exam 4 Vraag 1.3 [2] Bepaal v xy en i X . Question 1.3 [2] Determine v xy and i X . + - + - g1861 g3025 g1874 g3051g3052 + g1876 g1877 15g1848 5g1848
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EBN111 2014-Exam 5 Vraag 1.4 [2] Bepaal R en i 0 , indien v 0 = 4 V. Question 1.4 [2] Determine R and i 0 , if v 0 = 4 V. + - 12g1848 10Ω 20Ω 10Ω 20Ω 2.5g1874 g2868 g1874 g2868 + g1844 g1861 g2868
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EBN111 2014-Exam 6 Vraag 1.5 [4] Bepaal die ekwivalente weerstand van onderstaande twee kringbane, ten opsigte van terminale a en b . Question 1.5 [4] Determine the equivalent resistance of the two circuits below with respect to terminals a and b . Kringbaan / Circuit 1 Kringbaan / Circuit 2 40Ω 30Ω 60Ω 20Ω 15Ω g1853 g1854 g1854 g1853 3g1863Ω 5g1863Ω 60Ω 4g1863Ω 6g1863Ω 6g1863Ω 3g1863Ω
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EBN111 2014-Exam 7 Vraag 1.6 [2] Bepaal R cd . Question 1.6 [2] Determine R cd . 30Ω g1855 g1856 30Ω 30Ω 30Ω 30Ω
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EBN111 2014-Exam 8 VRAAG/QUESTION 2 [32] Vraag 2.1 [4] Gebruik node-analise om twee vergelykings van die volgende vorm op te stel: g1853g1874 g2869 +g1854g1874 g2870 =13g1827 g1855g1874 g2869 −19g1874 g2870 =g1856g1827 Question 2.1 [4] Use nodal analysis to set up two equations of the following form: g1853g1874 g2869 +g1854g1874 g2870 =13g1827 g1855g1874 g2869 −19g1874 g2870 =g1856g1827
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EBN111 2014-Exam 9 Vraag 2.2 [4] Gebruik lusanalise om twee vergelykings van die volgende vorm op te stel: 100g1861 g2869 +g1857g1861 g2870 =g1858g1827 g1859g1861 g2869 +ℎg1861 g2870 =−4g1827 Question 2.2 [4] Use mesh analysis to set up two equations of the following form: 100g1861 g2869 +g1857g1861 g2870 =g1858g1827 g1859g1861 g2869 +ℎg1861 g2870 =−4g1827 uni0032uni0035uni0030uni03A9 uni0035uni0030uni0030uni03A9 uni0034uni0041 15V uni0035uni0030uni03A9 uni0031uni0041 uni0032uni0030uni0030uni03A9 uni0031uni0030uni0030uni03A9 uni0031uni0030uni0030uni03A9 i 1 i 2 i 3
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EBN111 2014-Exam 10 Vraag 2.3 [2] Bepaal m en V indien I = 1 A. g4674 5 8 −1 g1865 g4675g4674 g1835 g1848 g4675=g4674 3 −4 g4675 Question 2.3 [2] Determine m and V if I =1 A. g4674 5 8 −1 g1865 g4675g4674 g1835 g1848 g4675=g4674 3 −4 g4675
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EBN111 2014-Exam 11 Vraag 2.4 [2] Bepaal die node spanning V 0 . Question 2.4[2] Determine the nodal voltage V 0 .
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EBN111 2014-Exam 12 Vraag 2.5 [3] Stel `n matriksvergelyking d.m.v. inspeksie op in terme van die lusstrome. Question 2.5 [3] Use inspection to set up a matrix equation in terms of the node voltages.
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EBN111 2014-Exam 13 Vraag 2.6 [4] Gegee: β = 99; V BE = 0.7 V. Bepaal: a) I E wanneer v s = 5 V. (Gee antwoord in m A) b) I B wanneer i o = 2 m A en V CE = 15 V. (Gee antwoord in μ A) Question 2.6 [4] Given: β = 99; V BE = 0.7 V. Calculate: a) I E when v s = 5 V (Give answer in m A) . b) I B when i o =2m A and V CE = 15 V. (Give answer in μ A) .
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EBN111 2014-Exam 14 Vraag 2.7 [2] Gebruik die lineariteit beginsel en bepaal v o wanneer: a) i s = 2 A b) i s = 8 mA Question 2.7 [2] Using the linearity principle, calculate v o when: a) i s = 2 A b) i s = 8 mA
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EBN111 2014-Exam 15 Vraag 2.8 [2] Maak gebruik van brontransformasie en bepaal v s .
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