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Help please how do you solve A numbers one digit is 2 more than twice its tens digit. The sum of its digits are 5. What the number?
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let the number be nm, where n is the tens digit, and m is the ones digit
\[m>2n\]\[m+n=5\]
Ok thanks
solve the second equation for m and plug into the first equation,
How do you do that
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find and inequality for n, remember that n,m are digits, so they must be natural numbers , deduce n, , then find m with the second equation, i have found two solutions
to solve the second equation for m m+n=5 take n from both sides m=5-n
I'm sorry I don't really get it
how can i help ?
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