find the lcm of (n)!,(n+1)!, and (n-1)! Share with your friends Share 0 Bikeracer answered this (n+1)! is the LCM of the three as, n! X (n+1) = (n+1)! (n+1)! X 1= (n+1)! (n-1)! X n X (n+1) = (n+1)! -1 View Full Answer Akash Sharma answered this To find the L.C.M. of factorials is sooo simple the biggest factorial no. from them is the LCM as it contain the smaller factorail no. in itself for example: 7!=7*6*5*4*3*2*1 and 5!=5*4*3*2*1 here, * = sign of multiplying here, we can se 7! contain 5! and hence 7! is divided by 5! hence lcm is 7! which is bigger one IN YOUR QOESTION (n+1) is biggest no. therefore the lcm of n! and (n-1)! and (n+1)! is (n+1)! 1