We can check all the options one by one.
from option (a),
M = P > Q > R ? M > R
So, expression M > R holds true for option (a).
From option (b),
M > P ? Q = R ? M > R
So, expression M > R holds true for option (b).
From option (c).
R = P < Q < M ? R < M
So, expression M > R holds true for option (c).
From option (d),
R < Q ? P = M ? R < M
So, expression M > R holds true for option (d)
From option (e),
M = P < Q = R ? M < R
So, expression M > R does not hold true for option (e).
A ' Bull' bears 'Horns' on its head, in the same way as a stag' bears 'Antlers' on its head.
1. Foetus 2. Child 3. Baby 4. Adult 5. Youth
As per given question, the letter series is following the below pattern.
a b a
The pattern aba is repeated.
After using the pattern the complete letter series will be as below.
a b a / a b a /a b a/ a ba
All pots are rings + All rings are paints = A + A = A = All pots are paints ? conversion ? Some paints are pots (I) Hence I follows. All bangles are rings + All rings are paints = A + A = A = All bangles are paints ? implication ? Some bangles are paints (I) Hence II follows.
According to given question,
1 ? ! , 2 ? @ , 3 ? # , 4 ? $ , 5 ? % , 6 ? ^ , 7 ? & , 8 ? * , 9 ? +
Replace the each capital from given relationship for ^ + # % @ , We will get
^ ? 6
+ ? 9
# ? 3
% ? 5
@ ? 2
Hence , the required answer will be 69352.
Try all option one by one;
From option ( b )
49 - 7 + 3 ÷ 5 x 8 = 24
Change the sign, as per the question,
49 ÷ 7 x 3 - 5 + 8 = 24
Apply the BODMAS rule
B - Brackets first
O - Orders (i.e. Powers and Square Roots, etc.)
DM - Division and Multiplication (left-to-right)
AS - Addition and Subtraction (left-to-right)
Now Applying the BODMAS rule one by one.
49 ÷ 7 x 3 - 5 + 8 = 24
After Division
7 x 3 - 5 + 8 = 24
After Multiplication
21 - 5 + 8 = 24
After Addition
29 - 5 = 24
After subtraction
24 = 24
Person who is 'studious' will be 'Erudite' similarly a person who is 'Enterprising will be 'Rich'
All teachers are lawyers (A) ? conversion ? Some lawyers are teachers (I). Hence IV follows. Now, Some doctors are lawyers + Some lawyers are teachers = I + I = No conclusion Hence I does not follow. Some engineers are lawyers (I) ? conversion ? Some lawyers are engineers + All engineers are businessmen = I + A = I = Some lawyers are businessmen ? conversion Some businessmen are lawyers Hence II follows. But , All teachers are lawyers + Some lawyers are businessmen = A + I = No conclusion Hence III does not follow.
I is weak because it lacks in substance. Merely calling something a "nuisance" is simplistic. II is weak because it wrongly assumes that those people can't contribute to the nation otherwise.
None of the arguments has strong reasons to support or to oppose the given statements. So, none of the arguments is strong.
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