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What is the value of A and B if 5A +29 = B4 |
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Answer» Step-by-step EXPLANATION: (5A+25=B2\) \(\implies 50+A+25=10B+2\) [Since, \(5A+25=(10\times 5+A)+25\) and \(B2+2=(10\times B+2)+2\) are two DIGITS numbers] \(\implies 75+A=10B+2\) \(\implies 70+5+A=10B+2\) Now, \(5+A=2\) (not POSSIBLE) Then, \(5+A=12\implies A=7\) And \(75+7=10B+2\) \(\implies 10B=82-2\) \(\implies 10B=80\) \(\implies B=8\) Thus, \(A+B=7+8=15\). |
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