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Question
3x+4y+5=0 রেখার 5 একক দূরবর্তী সমান্তরাল রেখার সমীকরণ কোনটি?
3x+4y+20=0
3x+4y=25
3x+4y+30=0
3x+4y-30=0
ANSWER : 3
Descrption
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