\textbf{54.Consider the operations \\
f(X,Y,Z)=X$'$YZ+XY$'$+Y$'$Z$'$ and g(X,Y,Z)=X$'$YZ+X$'$YZ$'$ + XY }\\
Which one of the following is correct?\\
(A) Both \{f\} and \{g\} are functionally complete\\
(B) Only\{f\} is functionally complete \\
(C) Only \{g\} is functionally complete \\
(D) Neither \{f\} nor \{g\} is functionally complete\\
\vspace{2mm}\\
\textbf{55.$\sum\limits\_${x=1}^{99}$\frac{1}{x(x+1)}$ =..........}\\
\vspace{4mm}\\
\end{document}
Error! Missing $ inserted.
Help me out.
\textbf{55.$\sum\limits\_${x=1}^{99}$\frac{1}{x(x+1)}$ =..........}should not have the internal$signs around{x = 1}^{99}, that's definitely gonna cause a problem. But, well, um, there are some much more fundamental problems than that, in that this is really not how to make good use of LaTeX and I think there are some more basic misunderstandings here, but that's a bit beyond our scope. You should have a look at a starter guide to help you get going – Au101 Aug 19 '15 at 17:16\textbf{55.$\sum\limits_{x=1}^{99}\frac{1}{x(x+1)}$ =..........}\ it will run, but, but it will not be very good LaTeX – Au101 Aug 19 '15 at 17:26