a) Define the appropriate variables and write the following statement in symbolic form. "If it's not because of heavy rain, then the rider would not be delayed, and the customer will give a high...

r) Write the statement that is logically equivalence to the following statement If y> 3 or y<-3, then="" y="">9. e) Given, "Some young cats can hunt mice"; domain of discourse of all cats. i. Express the given sentence using quantifier. ii. Negate the quantifier statement obtained in e(i). i11. Express the negation obtained in e(ii) in simple English sentence f) Proof the following statement using implication proof technique, “If 3a - 1 is even then a is odd ". | "/>
Extracted text: a) Define the appropriate variables and write the following statement in symbolic form. "If it's not because of heavy rain, then the rider would not be delayed, and the customer will give a high rating to the delivery service" b) Given, a: 4 < 8,="" b:=""><5, c:=""><5 represent="" the="" following="" compound="" propositions="" symbolically="" and="" determine="" whether="" each="" compound="" proposition="" is="" true="" or="" false.="" if=""><5 or="" (8="">< 5))="" then,=""><8 it="" is="" not="" the="" case="" that="" (4=""><8 and=""><5) 1.="" 11.="" use="" truth="" table="" to="" verify="" the="" following="" logical="" equivalence.="" (p="" →="" q)="" v="" (p="" →="" r)="p" →="" (q="" v="" r)="" d)="" given="" the="" logical="" equivalence,="" pvq-→r="(p→r)^(q">r) Write the statement that is logically equivalence to the following statement If y> 3 or y<-3, then="" y="">9. e) Given, "Some young cats can hunt mice"; domain of discourse of all cats. i. Express the given sentence using quantifier. ii. Negate the quantifier statement obtained in e(i). i11. Express the negation obtained in e(ii) in simple English sentence f) Proof the following statement using implication proof technique, “If 3a - 1 is even then a is odd ". |