Asked by somay
what is the four digit number which satisfies these conditions;
The last digit is twice the first digit.
The second digit is twice the third digit.
The sum of the first and last digits is twice the third digit.
The last digit is twice the first digit.
The second digit is twice the third digit.
The sum of the first and last digits is twice the third digit.
Answers
Answered by
Damon
a b c d
d = 2 a
b = 2 c
a+d = 2 c
----------------------
a = 2 c - d = 2 c - 2 a
so
3 a = 2 c
hmmmm
if c is 1, nope
need common multiple for integer like
3 a = 6
2 c = 6
looks like a = 2 and c = 3
so far:
2 b 3 d
but d = 2 a
2 b 3 4
b = 2 c so
2 6 3 4
2634
d = 2 a
b = 2 c
a+d = 2 c
----------------------
a = 2 c - d = 2 c - 2 a
so
3 a = 2 c
hmmmm
if c is 1, nope
need common multiple for integer like
3 a = 6
2 c = 6
looks like a = 2 and c = 3
so far:
2 b 3 d
but d = 2 a
2 b 3 4
b = 2 c so
2 6 3 4
2634
Answered by
somay
thank you verymuch. But how 3a=6?
Answered by
Damon
I needed a common multiple of 2 and 3
that is 6
we are not doing fractions here, just integers
that is 6
we are not doing fractions here, just integers
Answered by
somay
ok thank you. God blss you
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