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Mathematics 11 Online
OpenStudy (rootbeer003):

If the conditional statement “If you live in Boise, then you live in Idaho,” is true, then which other statement must be true? If you live in Idaho, then you live in Boise. If you do not live in Idaho, then you do not live in Boise. If you do not live in Boise, then you do not live in Idaho. If you do not live in Idaho, then you live in Boise.

OpenStudy (latinc):

Umm. not to be rude but this one is just a little common sense

OpenStudy (rootbeer003):

a

OpenStudy (latinc):

Umm. No first reference is to living in Boise; second reference states that Boise is in Idaho

OpenStudy (rootbeer003):

b

OpenStudy (latinc):

By reading the statements which one makes sense

OpenStudy (latinc):

A is saying that Idaho* is in Boise*. Is a true?

OpenStudy (rootbeer003):

OH wait no c

OpenStudy (rootbeer003):

?

OpenStudy (latinc):

@Rootbeer003 hold on just follow me

OpenStudy (latinc):

A is saying that Idaho is in Boise do you think A is true?

OpenStudy (rootbeer003):

is it c?

OpenStudy (rootbeer003):

i choose c because it makes more sense

OpenStudy (latinc):

no, it is not C

OpenStudy (rootbeer003):

it can also be a tho

OpenStudy (latinc):

C is stating that Idaho is in Boise; according to the argument Boise is in Idaho

OpenStudy (rootbeer003):

B

OpenStudy (rootbeer003):

ITS B

OpenStudy (rootbeer003):

i mean tto say b but i keep typing c tf

OpenStudy (rootbeer003):

im not they are all confusing

OpenStudy (rootbeer003):

im sticking with b

OpenStudy (latinc):

Yes B would be right because B is stating that Boise is in Idaho

OpenStudy (rootbeer003):

k it makes sense now

OpenStudy (rootbeer003):

one more?

OpenStudy (latinc):

put it like this Boise is a city in the country of Idaho

OpenStudy (rootbeer003):

i said i get it

OpenStudy (latinc):

sorry

OpenStudy (latinc):

there is a storm in my area so the internet lags

OpenStudy (rootbeer003):

oh k. Can we do another one

OpenStudy (latinc):

next

OpenStudy (rootbeer003):

Which of the following conditional statements has a disjunction in the hypothesis? If the freezer isn’t cold enough, then the ice cream and the meat will defrost. If ticket prices are low and the line to purchase them is short, then I will go to the show. Andrew did his homework, and then he watched his favorite show. If it is cloudy or if it is raining, then I will not go to the beach.

OpenStudy (rootbeer003):

i chose c

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