Given- A - Triangles - B - Isosceles triangles - C -Equilateral triangles - State whether B - A is correct or incorrect- Give reasons-

We know that, #160;triangles have different types one of which is isosceles triangles.So, #160;all isosceles triangles are triangles.Thus, A contains ...

You visited us 1 times! Enjoying our articles? Unlock Full Access!

Byju's Answer

Standard X

Mathematics

Similar Triangles

Given, A = ...

Question

Given, $A = {$ Triangles $}, B = {$ Isosceles triangles $},$
$C = {$ Equilateral triangles $} .$ State whether B $\subset$ A is correct or incorrect. Give reasons.

Open in App

Solution

We know that, triangles have different types one of which is isosceles triangles.
So, all isosceles triangles are triangles.
Thus, $A$ contains all elements of $B$
Hence, $B$ is a proper subset of $A$ .

Suggest Corrections

Similar questions

Given,

A = {

Triangles

}, B = {

Isosceles triangles

},

C = {

Equilateral triangles

} .

State whether

C

\subseteq

B

is correct or incorrect. Give reasons.

Given,

A = {

Triangles

}, B = {

Isosceles triangles

},

C = {

Equilateral triangles

} .

State whether

C

\subseteq B \subseteq A .

is correct or incorrect. Give reasons.

Given,

A = {

Triangles

}, B = {

Isosceles triangles

},

C = {

Equilateral triangles

} .

State whether the following statement are correct or incorrect. Give reasons.

C

\subset

A

Given,

A = {

Triangles

}, B = {

Isosceles triangles

},

C = {

Equilateral triangles

} .

State whether the following statements are correct or incorrect. Give reasons.

\subseteq

Given, A = ${T r i a n g l e s}$ ,B= ${I s o s c e l e s t r i a n g l e s}$ ,C= ${E q u i l a t e r a l t r i a n g l e s}$ . State whether the following are true or false. Give reasons. (i) $A \subset B$ (ii) $B \subseteq A$ (iii) $C \subseteq B$ (iv) $B \subseteq A$ (v) $C \subset A$ (vi) $C \subseteq B \subseteq A$

Join BYJU'S Learning Program

Given, A={ Triangles },B={ Isosceles triangles },C={Equilateral triangles}. State whether B ⊂ A is correct or incorrect. Give reasons.

We know that, triangles have different types one of which is isosceles triangles.So, all isosceles triangles are triangles.Thus, A contains all elements of B Hence, B is a proper subset of A.

Given, $A = {$ Triangles $}, B = {$ Isosceles triangles $},$
$C = {$ Equilateral triangles $} .$ State whether B $\subset$ A is correct or incorrect. Give reasons.

We know that, triangles have different types one of which is isosceles triangles.
So, all isosceles triangles are triangles.
Thus, $A$ contains all elements of $B$
Hence, $B$ is a proper subset of $A$ .