Question

jar CAT = XZG, KITE = PRGV tar RUN = kay?

Answer 1

Question -

If CAT = XZG, KITE = PRGV then RUN = ?

1) HFN

2) IFM

3) QYO

4) SVM .


Answer : $\bold{RUN \: = \: IFM}$



Explanation -

Given :

CAT = XZG

KITE = PRGV



Finding how the sequence is formed -

Taking A = 1, B = 2, C = 3, D = 4 .......... Y = 25, Z = 26

CAT = 3, 1, 20.

Taking Z = 1, Y = 2, X = 3, ........... B = 25, A = 26

Now , find 3rd, 1st and 20th letters - XZG.

So, CAT = XZG



Taking A = 1, B = 2, C = 3, D = 4 .......... Y = 25, Z = 26

KITE = 11, 9, 20, 5

Taking Z = 1, Y = 2, X = 3, ........... B = 25, A = 26

Now, find 11th, 9th, 20th, and 5th letters - PRGV

So, KITE = PRGV



Taking A = 1, B = 2, C = 3, D = 4 .......... Y = 25, Z = 26

RUN = 18, 21, 14

Taking Z = 1, Y = 2, X = 3, ........... B = 25, A = 26

Now, find 18th, 21st and 14th letters - IFM

So, RUN = IFM .

Answer 2

The question is if CAT = XZG , KITE = PRGV, then RUN = ?

By alphabetical order we can take A, B , C = 1, 2, 3....and so on.

 So we get CAT = 3 1 20

Reversing the alphabets like Z, y, X .....= 1, 2, 3.....and so on..

 We get XZG = 3 1 20

Similarly for KITE we get

  KITE = 11 9 20 5  and PRGV = 11 9 20 5

Now we can try for RUN in the same way.

 RUN = 18 21 14

Reversing the alphabets and counting we get

IFM = 18 21 14

So RUN = IFM