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

  • question_answer
    Direction: In the following question you have to identify the correct response from the given premises stated according to following symbols.
    If > =\[\div \],<= +,^ =\[-\], \[X\] = <, \[-\]=>,+== and v = x

    A) \[6>3<2\hat{\ }4\vee 8-13\]

    B) \[6\hat{\ }3<2>4\vee 8+13\]

    C) \[6\vee 3\hat{\ }2>4<8\times 13\]

    D) \[6\vee 3>2<4\hat{\ }8\times 13\]

    Correct Answer: D

    Solution :

    Option \[6>3<2\wedge 4\vee 8-13\] or,\[6\div 3+2-4\times 8>13\] or, \[2+2-32>13\] or, \[-\text{ }28\text{ }\cancel{>}13\] Option \[6\wedge 3<2>4\vee 8+13\] or, \[6-3+2\div 4\times 8=13\] or, \[6-3+\frac{2}{4}\times 8=13\] or, \[6-3+4\,\cancel{=}13\] Option \[6\vee 3\wedge 2>4<8\times 13\] or, \[6\times 3-2\div 4+8<13\] or. \[6\times 3-\frac{2}{4}+8<13\] or, \[18-\frac{2}{4}+8<13\] or, \[\frac{72-2+32}{4}\,\,\cancel{<\,\,}13\] Option \[6\vee 3>2<4\wedge 8\times 13\] or,  \[6\times 3\div 2+4-8<13\] or, \[\frac{6\times 3}{2}+4-8<13\] or. \[9+4-8<13\]


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