Hint: Consider Pascal's Triangle. In particular, consider the values in any row, comparing the values going from right to left against those going from left to right....find the value of following expression...
C(n,0)-c(n,1)+c(n,2)-c(n,3)+.......+C(n,n)
Hint: Follow the hint provided earlier, as no "equation" is necessary for finding the one solution value.thanks for your answer
but i need equation find value of these expression for any n
I understand that this is your question. Do you understand what I've asked you to do, in order to find the answer to your question?my question is
how can find another expression or simplest expression to this expression
C(n,0)-c(n,1)+c(n,2)-c(n,3)+.......+C(n,n)
Great! What solution value have you obtained?i know how can find the value of this expression for any an n suppose n=4...
Use the pattern you noted, when you found your answer above, to start figuring out how to restate the summation to get what you're needing. If this is the part where you're getting stuck, then please reply showing your work for finding "the value of this expression for any n" and pointing out what pattern you noticed that allowed you to find "the value". Then we can work from there....i need extract equation from this expression this equation given the same result for any n