the sum of 2 digit number is 10 and the number is 16 times the unit digit
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Answered by
0
Let the tens place digit and unit place digits be a and b respectively
According to question
First condition
a + b = 10 --------(1)
Second condition
10a + b = 16b
=> 10a = 15b
=> a = 3b/2 ---------(2)
Substitute the value of a in equation 1
=> 3b/2 + b = 10
=> 5b / 2 = 10
=> b = 4
a = 6
Required number = 64
According to question
First condition
a + b = 10 --------(1)
Second condition
10a + b = 16b
=> 10a = 15b
=> a = 3b/2 ---------(2)
Substitute the value of a in equation 1
=> 3b/2 + b = 10
=> 5b / 2 = 10
=> b = 4
a = 6
Required number = 64
Answered by
0
let the no be 10a+b
so a+b= 10........i
and
10a+b=16b
10a=15b
2a=3b.......ii
on solving both
a=6. and. b=4
so the 2 digit no (10a+b)=64
so a+b= 10........i
and
10a+b=16b
10a=15b
2a=3b.......ii
on solving both
a=6. and. b=4
so the 2 digit no (10a+b)=64
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