In a series combination of resistors, how is the voltage distributed across each resistor?
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A.
The same across all resistors
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B.
Unaffected by resistance values
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C.
Inversely proportional to resistance
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D.
Directly proportional to resistance
Correct Answer:
D. Directly proportional to resistance
Explanation:
The logic follows a consistent subtraction of letters in the English alphabet. For each pair, the relationship is determined by moving backward: the first letter shifts by -4, the second by -4, the third by -4, and the fourth by -4.
Applying this pattern to QIRK:1. Q minus 4 positions is M.
2. I minus 4 positions is E.
3. R minus 4 positions is N. (Correction based on standard alphabetical logic: R-4 = N is incorrect; R-4 = N is wrong, R is 18, 18-4=14 which is N. Wait, checking the original examples: S(19) to O(15) is -4, K(11) to G(7) is -4, I(9) to E(5) is -4, B(2) to G(7) is +5? No, B back 4 is X. Let's re-examine SKIB to OGNG: S-4=O, K-4=G, I-4=E, B-4=X? No, the pattern is S-4=O, K-4=G, I-5=D? Let's check CUCV to YQHA: C-4=Y, U-4=Q, C-5=X? No.Re-evaluating the pattern:
SKIB to OGNG: S(19)-4=O(15), K(11)-4=G(7), I(9)-5=D? No, the target is OGNG. S-4=O, K-4=G, I-5=D is not OGNG.
Let's look at the letters:
S(-4)=O
K(-4)=G
I(+5)=N
B(+5)=G
Pattern: -4, -4, +5, +5.
Testing on CUCV to YQHA:
C(-4)=Y
U(-4)=Q
C(+5)=H
V(+5)=A (V to Z is 4, then A is 5)
Pattern: -4, -4, +5, +5.
Applying to QIRK:
Q(-4)=M
I(-4)=E
R(+5)=W
K(+5)=P
The resulting code is MEWP.
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