Question 1207560
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The sides of a right angled triangle are such that the sum of the length of the longest and that of the shortest side is twice the length of remaining side, the longest side of the triangle if the longer of the sides containing the right angle is 9 CM more than half the hypotenuse is??
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Trying to see the sections of description:

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The sides of a right angled triangle are such that the sum of the length of the longest and that of the shortest side is twice the length of remaining side,
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the longest side of the triangle if the longer of the sides containing the right angle is 9 CM more than half the hypotenuse is??
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Maybe one attempt:
<pre>
SIDES            LENGTH
leg               a
leg               b
hypotenuse        c

assuming {{{a<b}}}; and understood hypotenuse c is the longer side.
</pre>


{{{a+c=2b}}}

and

{{{b=9+c/2}}}

and the Pythagoream Theorem Formula gives  {{{a^2+b^2=c^2}}}.

Enough to work with.