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In ΔABCandΔDEF, it is given that B=EF=CandAB=3DE, then the two triangles are

A

congruent but not similar

B

similar but not congruent

C

neither congruent nor similar

D

similar as well as congruent

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The correct Answer is:B


ΔABC~ΔEDF [ by AA-similarity]
But ΔABCandΔDEF are not congruent since their corresponding sides AB and DE are not equal .

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Updated on:21/07/2023

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Knowledge Check

  • Question 1 - Select One

    In ΔDEFandΔPQR, it is given that D=QandR=E, then which of the following is not true?

    AEFPR=DFPQ
    BDEPQ=EFRP
    CDEQR=DFPQ
    DEFRP=DEQR
  • Question 1 - Select One

    In ABCandDEF , if A=F,B=D and AB = FD , then which one of the folloing congruence conditions applies :

    ASAS
    BASA
    CSSS
    DRHS
  • Question 1 - Select One

    In ΔABCandΔLMN,AB=LM,AC=LNandB=M. Then, the

    Atriangles will be congruent if B is a right angle
    Btriangles are congruent only if AB = AC
    Ctriangles cannot be congruent
    Dtriangles must be congruent
  • Question 1 - Select One

    If ΔABCandΔLMN,AB=LM,AC=LNandB=M . Then the

    ATriangles cannot be congruent
    BTriangles must be congruent
    CTriangles will be congruent if . B is right angle
    DTriangle are congruent only if AB = AC
  • Question 1 - Select One

    In a ΔABC,C=3B=2(A+B), then B = ?

    A20
    B40
    C60
    D80
  • Question 1 - Select One

    If ΔABC~ΔDEF, such that A=47andE=83, what is the value of C ?

    A43
    B50
    C17
    D55
  • Question 1 - Select One

    In ΔABC, A+B=65,B+C=140 then find B.

    A40
    B25
    C35
    D20

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