Given the statement "if jack's pet is a pig, then jack's pet cannot fly," which statement represents the converse?
goo
9 - p, where p = jack's pet is a pig and q = jack's pet cannot fly
o q- ~p, where p = jack's pet cannot fly and q = jack's pet is a pig
p - q, where p = jack's pet is a pig and q = jack's pet cannot fly
oq - p, where p = jack's pet is not a pig and q = jack's pet is a pig
intro
done

q > p

p=Jack's pet is a pig and q=Jack's pet cannot fly

Step-by-step explanation:

we know that

The converse of a conditional statement is created when the hypothesis and conclusion are reversed

In this problem

The conditional statement is

"If Jack's pet is a pig, then Jack's pet cannot fly,"

The hypothesis is "If Jack's pet is a pig"

The conclusion is "Jack's pet cannot fly"

If p then q

p > q

p=Jack's pet is a pig

q=Jack's pet cannot fly

Find out the converse

Switching the hypothesis and conclusion of a conditional statement

If q then p

q > p

q=Jack's pet cannot fly

p=Jack's pet is a pig

The converse is

"If Jack's pet cannot fly, then Jack's pet is a pig"

therefore

q > p

p=Jack's pet is a pig and q=Jack's pet cannot fly

for ex: the reciprocal of 3/4 is 4/3. it is the opposite.

reciprocal definition:

a mathematical expression or function so related to another that their product is one; the quantity obtained by dividing the number one by a given quantity.

because they could drop even lower..