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SSC Sample Paper SSC CHSL (10+2) Sample Test Paper-5

  • question_answer
    Consider the statements: I. Two of the angles are obtuse. II. Two of the angles are acute. III. Each angle is less than \[60{}^\circ \]. IV. Each angle is equal to \[60{}^\circ \], In which case/cases is it possible to have a triangle?

    A)  All the above cases       

    B)  I only

    C)  I and III only    

    D)         II and IV only  

    Correct Answer: D

    Solution :

     (I) It Is not possible to have a triangle in which sum of the two angles is greater than\[{{180}^{o}}\]. (II) In this case, sum of the three angles will be less than\[{{180}^{o}}\]. (II) and (IV) cases': the sum of the three angles will be\[{{180}^{o}}\].


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