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IF 'CARING' is coded as 'EDVGKC' and SHARES is coded as 'UKEPVO'
how will CASKET be coded as in the same code?
Move +2,+3,+4 forward for first 3 letters
Move -2,-3,-4 backward for last 3 letters
Code for Consonant is it\'s place value, and code for vowels are given below
A ⇒ 1,
E ⇒ 2,
I ⇒ 3,
O ⇒ 4,
U ⇒ 5
M ⇒ 13,
A ⇒ 1,
N ⇒ 14,
G ⇒ 7,
O ⇒ 4
If 1 + 4 = 9, 2 + 8 = 18, 3 + 6 = 15 then 7 + 8 = ?
The given logic is as follows,
Sum of the digits + second digit = Answer.
i.e., 1 +4 = 5 + 4 = 9
2 + 8 = 10 + 8 = 18
Similarly, 7 + 8 = 15 + 8 = 23.
If A = 1, ACT = 24, then FAT = ?
FAT = 6 + 1 + 20 = 27
IN a certain code "MOUSE" is written as "PRUQC". How is "SHIFT" written
in that code ?
M O U S E
+3 +3 -2 -2
P R U Q C
S H I F T
+3 +3 -2 -2
V K I D R
If 'GLOSSORY' is coded as 97533562 and GEOGRAPHY' = 915968402, then
'GEOLOGY' can be coded as
From the given codes we have
G-9, L-7, O-5, S-3, R-6, Y-2, E-1, A-8, P-4, H- 0
GEOLOGY – 9157592
Using the following code and key decode the given coded word :
Code : L X P Z J Y Q M N B
key : b a e s p r h i g t
Coded word : ZBYXMNQB
Given, coded word :
Z B Y X M N Q B
S T R A I G H T
In a certain code language, GRAPE is written as 27354 and FOUR is written
as 1687 . How is GROUP written is that code ?
GRAPE = 2 7 3 5 4
FOUR = 1 6 8 7
So, G = 2, R = 7, A = 3, P = 5, E = 4,
F = 1, O = 6, U = 8,
R = 7
GROUP = 2 7 6 8 5
Given signs signify something and on that basis, assume the given
statements to be true and find which of
the twoconclusions I and II is/are definitely true.
P + Q means P is greater than Q
P * Q means P is greater than or equal than Q
P = Q means P is equal to Q
P / Q means P is less than Q
P – Q means P is less than or equal to Q
X/Y, W * Z, Z + Y
I. W + Y
Only conclusion I is true
Only conclusion II is true
Neither conclusion I nor II is true
Both conclusion I and II are true
We have the following conditions.
P + q means p is greater than q
p * q means p is greater than or equal than q
p = q means p is equal to q
p / q means p is less than q
p â€“ q means p is less than or equal to q
The statements are x/y , w * z , z + y
x/y means x is less than y ...............(1)
w * z means w is greater than or equal to z ...............(2)
z + y means z is greater than y ...............(3)
The conclusions are
i. W + y means w is greater than y ( which is true by (1) & (2) )
ii. X/z means x is less than z ( which is true by (3) & (1) )
So both the conclusions are True.
So Option 4 is correct. Both the conclusions i & ii are TRUE.
In the question the symbols @, #, %, $ and H are used with the following meaning :
‘P $ Q’ means ‘P is smaller than Q’
‘P @ Q’ means P is neither greater than nor equal to Q’
‘P H Q’ means ‘P is neither smaller than nor equal to Q’
‘P % Q’ means ‘P is not greater than Q’
‘P # Q’ means ‘P is neither greater than nor smaller than Q’
Now assume the given statements to be true and find which
out of the two conclusions I and II is/are definitely true.
J % N, K @ N, T $ K
I.T H J
II. J @ K
Option 1 :
Either conclusion I or II is true
J%N = J is not greater than N
K@N=K is neither greater than nor equal to N
T$K=T is smaller thank K
THJ=T is neither smaller than nor equal to J...............(I)
J@K=J is neither greater than nor equal to K................(II)
Hence, Neither I nor II follow.
In the question symbols *, @, %, $ and # are used with the following meaning :
‘P $ Q’ means ‘P is not greater than Q’
‘P * Q’ means ‘P is neither smaller than nor greater than Q’
‘P # Q’ means “P is neither greater than nor equal to Q’
‘P % Q’ means ‘P is not smaller than Q’.
‘P @ Q’ means ‘P is neither smaller than nor equal to Q’.
Now assuming the statements to be true, find which of the
two conclusions I and II is/are definitely true.
W @ M, J # M, M * Y
I. Y * W
II. Y @ J
Both conclusions I and II are true
W@M=W is neither smaller than nor equal to M
J#M=J is neither greater than nor equal to M
M*Y=M is neither smaller than nor greater than Y
Y*W=Y is neither smaller than nor greater than W
Y@J=Y is neither smaller than nor equal to J
Only conclusion II is true
The question contains some statements followed by some
conclusions.Decide which of the given
conclusions logically follow from the given statements,
disregarding commonly known facts.
All files are folders.
All folders are boxes.
All boxes are drawers.
I. All folders are drawers.
II. All boxes are files.
III. All files are drawers.
IV. All drawers are folders.
Only I and II follow
Only I and III follow
Only II and III follow.
For I and III , Drawers are superset and files,folders are subset. So, conclusion 1,3 follows.
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