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\(b-a=2\)
\(b=a+2\)
\(ab-a=62\)
\(10a+b-a=62\)
\(9a+b=62\)
\(9a+a+2=62\)
\(10a+2=62\)
\(10a=62-2\)
\(10a=60\)
\(a=60:10\)
\(a=6\)
\(b-a=2\)
\(b=6+2\)
\(b=8\)
Vây b = 8 ; a = 6
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abc:(a+b+c)=100
aba=(a+b+c)x100
abc=a x100+bx100+cx100
ax100+bx10+c=ax100+bx100+cx100
( đề có vẻ sai )
abc:(a+b+c)=100
aba=(a+b+c)x100
abc=a x100+bx100+cx100
ax100+bx10+c=ax100+bx100+cx100
( đề có vẻ sai ) Nếu bn cảm thấy đúng thì k cho mình nhé!Học Tốt
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Ta thấy ab + 63 = ba
Suy ra : ba - ab = 63
=>(10 x a+b)-(10 x b+a) = 63
=>10 x a+b-10 x b+a = 63
=>9 x a-9 x b=63
=>9 x (a-b) = 63
=> 63 : 9 = a-b = 7
Lại có : a + b = 9
=> b = (9 - 3) : 2 = 3 ; a = 3 + 3 = 6
=> a = 6
b = 3
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Ta có : ab + ba = 11(a + b)
=> 11(a + b) = 77
=> a + b = 7
=> a + b + a - b = 7 + 3
=> 2a = 10
=> a = 5
=> b = 2
a - b = 1 => a = 1 +b
Thay a = 1 +b vào ab - a = 39 ta có:
( 1 + b ) x b - ( 1 + b ) = 39
1 + \(b^2\) - 1 - b = 39
\(b^2-b-39=0\)
\(\overline{ab}\) - a = 39
a \(\times\) 10 + b - a = 39
a \(\times\)10 - ( a - b) = 39
a \(\times\) 10 - 1 = 39
a \(\times\) 10 = 1 + 39
a \(\times\) 10 = 40
a = 40: 10
a = 4; b = 4 - 1 = 3
Vậy \(\overline{ab}\) = 43
Đáp số: 43
Thử lại ta có: 43 - 4 = 39 ( ok)
4 - 3 = 1 (ok)