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A statement is given, followed by four conclusions given in the options. Find out which conclusion is true based on the given statement.

Statement: K = U = R > N > E > G < W

AG<R

BW<N

CK=N

DK<N

Answer:

A. G<R

Read Explanation:

The correct option is G < R.

* G < R (True): Looking at the chain R > N > E > G, the inequality symbols point in the same direction, showing that R is definitely greater than G (which is written as G < R).

* W < N (False/Undetermined): The relationship chain between N and W breaks because the signs flip directions (N > E > G < W). Thus, no clear comparison can be made between W and N.

* K = N (False): The statement clearly shows K = U = R > N. Since K equals R and R is strictly greater than N, K must be strictly greater than N (K > N).

* K < N (False): As established above, K is strictly greater than N, not less than N.


Related Questions:

What will come in place of the question mark (?) in the following equation if ‘–’ and ‘+’ are interchanged and ‘÷’ and ‘×’ are interchanged?

(13÷13+13)×(10−3)=?(13 \div 13 + 13) \times (10 - 3) = ?

‘ + ’ എന്നാൽ ‘-’, ‘-’ എന്നാൽ ‘ × ’, ‘ × ’ എന്നാൽ ‘÷’, ‘÷’ എന്നാൽ ‘ +’ എന്നിങ്ങനെയാണെങ്കിൽ, ഇനിപ്പറയുന്ന പദപ്രയോഗത്തിൻ്റെ മൂല്യം എന്തായിരിക്കും? 27 – 2 + 24 × 8 ÷ 4
തന്നിരിക്കുന്ന വാക്യത്തിൽ '×' ചിഹ്നം '+' നെയും "+' ചിഹ്നം ' ÷ ' നെയും ' -' ചിഹ്നം '×' നെയും ÷' ചിഹ്നം "-' നെയും സൂചിപ്പിക്കുന്നു എങ്കിൽ 6 × 4 - 5 + 2 ÷1 ന്റെ വില ?

If '+' means '÷', '-' means '+', '×' means '-' and '÷' means '×', then what will be the value of the following expression?

[{(23×15)−(1÷4)}+(2−2)]÷2[\{(23 \times 15) - (1 \div 4)\} + (2 - 2)] \div 2


In this question a statement is followed by two conclusions.Which of the two conclusions is/are true with respect to the statement?

Statment : $T > G < E > F = B ≤ Z

Conclusion:

1 . F = Z

2.E > B