Q. If P = AF, K = AA, Z = BF, then H = ? & G = ?

Options / বিকল্পসমূহ: (A) H = H, G = G (B) H = G, G = H (C) H = AM, G = BH (D) H = AL, G = BC

Letter Pattern Breakdown

• P = AF: P is the 16th letter, coded as A and F. (P ইংৰাজী বৰ্ণমালাৰ ১৬তম আখৰ, ইয়াক AF হিচাপে কোড কৰা হৈছে।)


• K = AA: K is the 11th letter, coded as AA. (K হৈছে ১১তম আখৰ, ইয়াক AA হিচাপে কোড কৰা হৈছে।)


• Z = BF: Z is the 26th letter, coded as BF. (Z হৈছে ২৬তম আখৰ, ইয়াক BF হিচাপে কোড কৰা হৈছে।)


• H and G: According to the given coding pattern, H = H and G = G. (দিয়া কোডিং পেটাৰ্ণ অনুসৰি H = H আৰু G = G।)

Ans / উত্তৰ: (A) H = H, G = G

Q. If LJP = 182, CJP = 38, then BJP = ?

Options: (A) 22  (B) 128  (C) 56  (D) 130

Trick

Find the alphabetical positions : আখৰবোৰৰ স্থান লওক -

• L = 12, J = 10, P = 16


• C = 3, J = 10, P = 16


• B = 2, J = 10, P = 16

Rule: (First Letter × Third Letter) − Second Letter (নিয়ম: (প্ৰথম আখৰৰ স্থান × তৃতীয় আখৰৰ স্থান) − দ্বিতীয় আখৰৰ স্থান)

• LJP = (12 × 16) − 10 = 192 − 10 = 182


• CJP = (3 × 16) − 10 = 48 − 10 = 38


• BJP = (2 × 16) − 10 = 32 − 10 = 22

Ans: (A) 22

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EJOTY Letter Position Trick (EJOTY আখৰৰ স্থানৰ কৌশল)

EJOTY is a simple trick to remember the alphabet positions that are multiples of 5. (EJOTY হৈছে ইংৰাজী বৰ্ণমালাৰ ৫-ৰ গুণিতক স্থান সহজে মনত ৰাখিবলৈ এটা সহজ কৌশল।)

Easy Trick (সহজ কৌশল)

E J O T Y = 5, 10, 15, 20, 25

Just remember the word "EJOTY" to recall these positions instantly. (কেৱল "EJOTY" শব্দটো মনত ৰাখিলেই এই স্থানসমূহ সহজে মনত থাকিব।)

Uses (ব্যৱহাৰ) : This trick is very useful in Coding-Decoding, Alphabet Series, Letter Position, Analogy, and other Reasoning questions. এই কৌশল Coding-Decoding, Alphabet Series, Letter Position, Analogy আৰু অন্যান্য Reasoning প্ৰশ্ন সমাধানত অতি উপযোগী

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Q. If A = 5, B = 29, C = 19, then H = ?

Options: (A) 636  (B) 737  (C) 635  (D) 735

Trick

Observe the pattern: ধাৰাটো লক্ষ্য কৰক -

• A = 1 + 2² = 1 + 4 = 5


• B = 2 + 3³ = 2 + 27 = 29


• C = 3 + 4² = 3 + 16 = 19

The powers alternate as Square (²), Cube (³), Square (²), Cube (³)... [ইয়াত Square (²) আৰু Cube (³) ক্ৰমে ব্যৱহাৰ কৰা হৈছে।]

So for H (8th letter) : এতিয়া H-ৰ বাবে - H = 8 + 9³ = 8 + 729 = 737

Ans:উত্তৰ : (B) 737

Q. # : LHM :: OKP : %  Options: A) # = FDH, % = NHU  B) # = GCH, % = TPU C)  # = DCV, % = NHY  D)  # = UPS, % = RPV

Trick

In an analogy question: # : LHM :: OKP : %

Read it as: # → LHM is the same type of relation as OKP → %. (Pattern : +3, +3, +3)

So, check each option:

• A) Pattern not same


• B) GCH → LHM (+5, +5, +5) and OKP → TPU (+5, +5, +5)


• C) Pattern not same


• D) Pattern not same

Ans: B) # = GCH, % = TPU

Q. If MIKE = 2%#$ and KOAL = #@75, then AIM = ?

Options: A) 7%2  B) 2%5  C) @25  D) #2D

Trick

From MIKE = 2%#$ : M = 2, I = %, K = #, E = $

From KOAL = #@75: K = #, O = @, A = 7, L = 5

Now AIM = A = 7, I = %, M = 2 = 7%2

Ans: A) 7%2

Q. MAN = 16, COW = 4, DOG = ?

Option: A. 40  B. 12 C. 25  D. 24

Trick: Alphabet value add → multiply the digits

A=1, B=2, C=3 ... Z=26

MAN: M + A + N = 13 + 1 + 14 = 28 = 2  8 = 16

COW: C + O + W = 3 + 15 + 23 = 41 = 4 × 1 = 4

Now, DOG: D + O + G = 4 + 15 + 7 = 26 = 2 × 6 = 12

Ans:(উত্তৰ:) (b) 12

Q) C_BN_ _V_ _ HC_B_H  

Option: A. VHCBNVN B. HVCNBVN C. VCBHNVN D. VHBNCHV

Trick