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say a function f(num) returns the no. of digits in a number then f(num) + f(num^2) = 1000 is this possible??
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here num is an integer...
no if you have num =31 then 31+ 961 = 992 if num =32 then 32 + 1024 > 1000
not possible
case I f(num) = k, f(num^2) = 2k case II f(num) = k, f(num^2) = 2k-1
if you solve for k in both cases, you wont get an integer solution so its not possible
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its equal to solving this equation \[\left[ x \right]+\left[ 2x \right]=1000\] where x=log(num) there is no solution for this equation
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