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

$a\varphi b\Delta c$ implies that

• A. $a+b\Delta c$
• B. $a\times b\times c$
• C. $a\Delta b\times c$
• D. $a+b\times c$

Answer 1

The correct option is A $a+b\Delta c$

Given:

$a\varphi b△\Rightarrow a\ne b>c$

Substituting as given:

Option A

$a\ngtr b>c$ True

Option B

$a<b<c$ not True because b > c

Option C

$a>b<c$ not True because b > c

Option D

$a\ngtr b<c$ not True because b > c

Option A