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Suppose a, b, c are integers and form an arithmetic progression. The same numbers form a geometric progression in different order. Prove that 
is divisible by 21.
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Prove that 0.999999999(9)=1(Math Tutor)
I am not sure and it has not to be calculated and proved. ...
I am not sure and it has not to be calculated and proved. ...
Prove that 0.999999999(9)=1
Hey guest that was interesting solution but this can be also solved through limit and will be more easy by using scientific notation calculator it can ...
Hey guest that was interesting solution but this can be also solved through limit and will be more easy by using scientific notation calculator it can ...
Flatten a sequential algorithm(Math Tutor)
Yes, the solution is (P1 x V1 x P2) / P3 I do not think there is a more simple solution. ...
Yes, the solution is (P1 x V1 x P2) / P3 I do not think there is a more simple solution. ...
Flatten a sequential algorithm
I should also say that I believe the solution is ... (P1 x V1 x P2) / P3 Seems simple enough, but, I wanted to check my thinking. ...
I should also say that I believe the solution is ... (P1 x V1 x P2) / P3 Seems simple enough, but, I wanted to check my thinking. ...
Arithmetic and geometric progression
Was the solution for the previous problem (e.g.) just a simple suggestion? You said that I do this way always. Moreover, my suggestions are even wrong ...
Was the solution for the previous problem (e.g.) just a simple suggestion? You said that I do this way always. Moreover, my suggestions are even wrong ...
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