The Boolean expression \(Y = \bar A\bar B\bar CD + \bar ABC\bar D + A\bar B\bar CD + AB\bar C\bar D\) can be minimized to

• A. \({\rm{Y}} = {\rm{\bar A\bar B\bar CD}} + {\rm{\bar AB\bar C}} + {\rm{A\bar CD}}\)
• B. \({\rm{Y}} = {\rm{\bar A\bar B\bar CD}} + {\rm{BC\bar D}} + {\rm{A\bar B\bar CD}}\)
• C. \([{\rm{Y}} = {\rm{\bar ABC\bar D}} + {\rm{\bar B\bar CD}} + {\rm{A\bar B\bar CD}}\)
• D. \({\rm{Y}} = {\rm{\bar ABC\bar D}} + {\rm{\bar B\bar CD}} + {\rm{AB\bar C\bar D}}\)