Question:
What is missing in the blank below? ABC: ZYX :: EFG: __
What is missing in the blank below? ABC: ZYX :: EFG: __
Show Hint
Sum of positions of opposite letters is always 27 ($A=1, Z=26; 1+26=27$). Use this to find counterparts quickly.
Updated On: Jul 3, 2026
- WVU
- VUT
- UTS
- UVW
Show Solution
Verified By Collegedunia
The Correct Option is B
Solution and Explanation
Step 1: Concept
This analogy uses "Opposite Letter" logic, where each letter is replaced by its counterpart from the opposite end of the alphabet.
Step 2: Meaning
$A$ (1st) $\rightarrow$ $Z$ (26th); $B$ (2nd) $\rightarrow$ $Y$ (25th); $C$ (3rd) $\rightarrow$ $X$ (24th).
Step 3: Analysis
Applying this to $EFG$: $E$ (5th from start) corresponds to the 5th letter from the end ($V$). $F$ (6th from start) corresponds to $U$ (6th from end). $G$ (7th from start) corresponds to $T$ (7th from end).
Step 4: Conclusion
The resulting sequence is $VUT$. Final Answer: (B)
This analogy uses "Opposite Letter" logic, where each letter is replaced by its counterpart from the opposite end of the alphabet.
Step 2: Meaning
$A$ (1st) $\rightarrow$ $Z$ (26th); $B$ (2nd) $\rightarrow$ $Y$ (25th); $C$ (3rd) $\rightarrow$ $X$ (24th).
Step 3: Analysis
Applying this to $EFG$: $E$ (5th from start) corresponds to the 5th letter from the end ($V$). $F$ (6th from start) corresponds to $U$ (6th from end). $G$ (7th from start) corresponds to $T$ (7th from end).
Step 4: Conclusion
The resulting sequence is $VUT$. Final Answer: (B)
Was this answer helpful?
0
0
Top AP ECET BSc Mathematics Analytical Ability Questions
- What is the volume of the cone? I) The height of the cone is 10 cm. II) The area of its base is 126 sq.cm.
- What is the area of the triangle formed joining the points A, B and C? I) $A=(2,5), B=(3,2)$ II) A, B and C lie on a straight line
- Is the positive integer x odd? I) $x^2$ is even II) 4x is even
- What is the sum of the real numbers a, b, c? I) $a+c=4$ II) a, b, c are in arithmetic progression
- Will it be a Wednesday tomorrow? I) Coming Wednesday is holiday II) It is not Tuesday today
View More Questions
Top AP ECET BSc Mathematics Analogies Questions
Top AP ECET BSc Mathematics Questions
- The integrating factor of $x \cos x \frac{dy}{dx} + (x \sin x + \cos x) y = 1$ is}
- If $y = y(x)$ is the solution of $\left(\frac{2 + \sin x}{y + 1}\right) \frac{dy}{dx} + \cos x = 0$ with $y(0) = 1$, then $y\left(\frac{\pi}{2}\right) = $
- The solution of $y^{4}dx + 2xy^{3}dy = \frac{ydx - xdy}{x^{3}y^{3}}$ is}
- Which of the following is an integrating factor of $(x^{2} + y^{2} + 2x)dx + 2ydy = 0$?
- The differential equation $\frac{dy}{dx} = \frac{-(x + x^{8} + py^{2})}{y^{8} - y + qxy}$ is exact if}
View More Questions