Math, asked by wwwsivasriravi1610, 7 months ago

If AA+BB=CC where A, B, C are different digits and none of them is zero, find how many solutions exist. e,. g:(A, B, C)can be (1,4,5)(3,5,8)(4,1,5) and so on. (4,1,5)and(1,4,5) are different solution because in (4,1,5)A=4 and in (1,4,5)A=1​

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Answered by KirtiSanom
1

If AA+BB=CC where A, B, C are different digits and none of them is zero, find how many solutions exist. e,. g:(A, B, C)can be (1,4,5)(3,5,8)(4,1,5) and so on. (4,1,5)and(1,4,5) are different solution because in (4,1,5)A=4 and in (1,4,5)A=1 SJ you are doing well I am bijo the intended recipient please notify us if you are interested please let us know what you are not filtered into your home network the sender and delete the material in your company and the field visit to the field of school for a great day ahead to country and I will but I have a very

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