Question

Given below are some symbols indicating some relations against them. Read these symbols carefully and then answer the question given below.

$△$ = greater than; $+$ = not greater than; $\theta$ = equal to; $\varphi$ = not equal to; $\times$ = less than, $\square$ = not less than

Then $a\times b\theta c$ implies which of the following options?

• A. $a\square c\theta b$
• B. $b\times a\square c$
• C. $c\square b+a$
• D. $a\varphi b\square c$

Answer 1

Answer: (D)

$a\varphi b\square c$

It ig given that

$a\times b\theta c\Rightarrow a<b=c$

Making proper substitutions:

Option A

$a\nless c=b$ False because $a<c$

Option B

$b<a\nless c$ False because $a<c$

Option C

$c\nless b\ngtr a$ False because $b>a$

Option D

$a\ne b\nless c$ True