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Is there any way to find out the number of ones in the binary representation of
(3 x 512) + (7 x 64) + (5 x 8 ) + 3 without actual calculation of decimal equicalent and converting into binary.
(The resultant decimal is 2027 with binary equivalent 11111101011 which has 9 ones.)
How to get this...
Could someone help to find the equivalent capacitance between AB for the circuit attached (CapacitorNetwork.png). Assume all the capacitors are of same value "C"
Also if I have a similar resistive network what will be the equivalent resistance.
Thanks everyone for your responses.
So I finally conclude the average value as 10 A.
The sine wave constitutes an average value of 0 (avg value turns out to zero over a full cycle) and only the DC constitute the average value.
A stream of electrons flow in a closed circuit, not just one electron just trying to take this route or that route. If one electron occupies the its adjacent atom, the other electron will occupy the next atom freeing another electron..continuously...
Charges flow from higher potential to lower potential. When the mentioned circuit is closed, the electrons start flowing into the first branch which it encounters, the potential is obviously lower here. As soon as this happens, the potential in the second branch becomes lower comparing to the...
AC(rms)+DC = 1+10 =11 A... Hey, that doesn't suit the choices.. sorry for not including the choices while creating the post.
Also AC(avg) + DC = (0.637*1.414) + 10 = 10.9 A ... this also doesnt :-(
Consider a current is made up of both AC and DC component. It has 10 A DC and a sinusoidal peak value of 1.414 A.
What is the average value of the resultant current?
The Choices are
a) Zero
b) 24.14 A
c) 10 A
d) 14.14 A
Could someone help on this? Thank You.
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