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to an integer smaller than both the integers
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Ja An integer greater than both the
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![write \: a \: pair \: of \: integer \: whose \: difference \: gives \\ a )a \: negative \: integer \\ b)zero \\ c)an \: integer \: smaller \: then \: both \: the \: integers \\ d)an \: integer \: greater \: than \: only \: one \: of \: the \: integer \\ e)an \: integer \:greater \: thn \: both \: the \: integers write \: a \: pair \: of \: integer \: whose \: difference \: gives \\ a )a \: negative \: integer \\ b)zero \\ c)an \: integer \: smaller \: then \: both \: the \: integers \\ d)an \: integer \: greater \: than \: only \: one \: of \: the \: integer \\ e)an \: integer \:greater \: thn \: both \: the \: integers](https://tex.z-dn.net/?f=write++%5C%3A+a+%5C%3A+pair+%5C%3A+of+%5C%3A+integer+%5C%3A+whose+%5C%3A+difference+%5C%3A+gives+%5C%5C++a+%29a+%5C%3A+negative+%5C%3A+integer+%5C%5C+b%29zero+%5C%5C+c%29an+%5C%3A+integer+%5C%3A+smaller+%5C%3A+then+%5C%3A+both+%5C%3A+the+%5C%3A+integers+%5C%5C+d%29an+%5C%3A+integer+%5C%3A+greater+%5C%3A+than+%5C%3A+only+%5C%3A+one+%5C%3A+of+%5C%3A+the+%5C%3A+integer+%5C%5C+e%29an+%5C%3A+integer+%5C%3Agreater++%5C%3A+thn+%5C%3A+both+%5C%3A+the+%5C%3A+integers)
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idk
bero find it ur self sry
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