For the problem in the attached image, I'm able to find the Vo:
-5 + 10000 Ib + Vbe + 200 Ie = 0
Ic = 100 Ib
Ie = Ib + Ic
-5 + 10000 Ib + 0.7 + 200 (Ib + Ic) = 0
10000 Ib + 200 (Ib + Ic) = 4.3
10000 Ib + 200 (Ib + 100 Ib) = 4.3
Ib = 142.38 uA
Ic = 14.238 mA
Ie = 14.38 Ma
Vo = Ie * R
Vo = 14.38 mA * 200
Vo = 2.876 V (matches given solution)
I'm stuck on solving for Vce, I'm comming up with:
Vo - 12 + Ic (500) + Vce = 0
2.876 - 12 + (14.238)(500)(10^-3) = -Vce
Vce = 2.005 (doesn't match solution of 1.984V)
where am I going wrong?
-5 + 10000 Ib + Vbe + 200 Ie = 0
Ic = 100 Ib
Ie = Ib + Ic
-5 + 10000 Ib + 0.7 + 200 (Ib + Ic) = 0
10000 Ib + 200 (Ib + Ic) = 4.3
10000 Ib + 200 (Ib + 100 Ib) = 4.3
Ib = 142.38 uA
Ic = 14.238 mA
Ie = 14.38 Ma
Vo = Ie * R
Vo = 14.38 mA * 200
Vo = 2.876 V (matches given solution)
I'm stuck on solving for Vce, I'm comming up with:
Vo - 12 + Ic (500) + Vce = 0
2.876 - 12 + (14.238)(500)(10^-3) = -Vce
Vce = 2.005 (doesn't match solution of 1.984V)
where am I going wrong?
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