Directions - means - - means - - means - - means - means -If a - b and b - c then -

The correct option is D c + a Given : a □ #160;b ⇒ a ≤ b b = c ⇒ b lt; c So we have a ≤ b lt; c which means c gt; a → c + a ...

You visited us 2 times! Enjoying our articles? Unlock Full Access!

Byju's Answer

Standard XII

Mathematics

Combination Based on Geometry

Directions : ...

Question

Directions :
$△$ means $\neq$
$\div$ means $\geq$
$□$ means $\leq$
$=$ means $<$
$+$ means $>$
$\times$ means $=$
If $a □ b$ and $b = c$ then :

c + a

Right on! Give the BNAT exam to get a 100% scholarship for BYJUS courses

a + a

No worries! We‘ve got your back. Try BYJU‘S free classes today!

□

No worries! We‘ve got your back. Try BYJU‘S free classes today!

\times

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Open in App

Solution

The correct option is D $c + a$
Given :
$a □ b \Rightarrow a \leq b$
$b = c \Rightarrow b < c$
So we have
$a \leq b < c$
which means
$c > a \to c + a$
Option A

Suggest Corrections

Similar questions

Directions :

△

means

\neq

\div

means

\geq

□

means

\leq

=

means

<

+

means

>

\times

means

=

a + b

and

b + c

then :

Directions :

△

means

\neq

\div

means

\geq

□

means

\leq

=

means

<

+

means

>

\times

means

=

c □ a

and

a \times b

, then :

Q. If A means -, B means

\div

, C means + and D means

\times

then 15 B 3 C 24 A 12 D 2 = ?

Q. If

A

means

-

B

means

\div

C

means

+

and

D

means

\times

, then

15 B 3 C 24 A 12 D 2 = ?

Q. If

^{'} a^{'}

means

^{'} +^{'},^{'} b^{'}

means

^{'} -^{'},^{'} c^{'}

means '

\div

' and

^{'} d^{'}

means

^{'} \times^{'}

then the expression

16 a 4 b 3 c 4 d 2 =

Join BYJU'S Learning Program

Directions :△ means ≠÷ means ≥□ means ≤= means <+ means >× means =If a □ b and b=c then :

The correct option is D c+aGiven :a □ b⇒a≤bb=c⇒b<cSo we havea≤b<cwhich meansc>a→c+aOption A

Directions :
$△$ means $\neq$
$\div$ means $\geq$
$□$ means $\leq$
$=$ means $<$
$+$ means $>$
$\times$ means $=$
If $a □ b$ and $b = c$ then :

The correct option is D $c + a$
Given :
$a □ b \Rightarrow a \leq b$
$b = c \Rightarrow b < c$
So we have
$a \leq b < c$
which means
$c > a \to c + a$
Option A