a+b+x

Level pending

x is the smallest two digit number which satisfies the follows conditions:

1] it is a multiple of 3 and 5.

2] (x = a + b) , where a and b are positive integers and b>a.

3] x = b 2 + ( a b ) 2 \sqrt{b^{2} + (a-b)^{2}}

Find (a+b+x).


The answer is 30.

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1 solution

Rick B
Aug 13, 2014

LCM (3,5) = 15 = x = a+b

a+b+x = x+x = 2x = 30

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