numbers that are divisible by 22 and 7
\[22 = 11\cdot 2 , \ \ 7 = 7\]So the list starts with \(11\cdot 2 \cdot 7\), then we can have these numbers:\[11\cdot 2^2 \cdot 7 \\ 11 \cdot 2 \cdot 7^2 \\ 11^2 \cdot 2 \cdot 7^2\]Et cetera
are divisible by 22*7 .Ain't that nice ?
Yup, if the numbers are coprime, that applies. ^ :-)
Actually my real question was if an equilateral triangle square regular hexagon and circle of same perimeter are given which has largest area?
oh, I see. :)
Mistakes happen buddy, that is nothing to worry .
We also misunderstood your query perhaps.
We all are humans.
One who doesn't make mistakes is not human.
amen.
thank u 4 the support
My support is always with you buddy.
You're god's one beautiful creation, how can i dare not to support you!
You're one of the smarter and wise and what not, persons I've ever seen on OS till date.
Let us all, together, say thanks, to the almightly, to have created you, to have created us, the human race.
amen.
...lol
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