MATH 3345 Lecture Notes - Lecture 12: Irgun, Mathematical Induction, Qom

• School: Ohio State University
• Department: Mathematics
• Course: MATH 3345
• Professor: Rodica Costin

Document Summary

Ai anti th e in en ai proofby mathematical. P l is ai bn a c b. Inductive step assume p but prove and ht 1 b. I txt x 41 t xn la 1. Ca b tan 2b t t b n. 0 true to them the formula is equivalent to then formula is an bh f g 1 bn gi tban t. If x o this is the tf x 1 i this is equiv to x. 1 t x n 2 t t 1 pcn be. If q. co n a statement the for mfo im 20 is me 21. Cur why define a new statement he 1n by pci. Induction is qcn d on p means induction on q w. Base step no ek qum statement base step for all. Define pcn for all men by is q no. Pg is q choti par ht no is q.