What is the contrapositive of "Some grass is not green"?

Some non-green things are not non-grass.

Some green things are not grass.

Use the law of syllogism to draw a conclusion from the two given statements: Statement 1: If you exercise regularly, then you have a healthy body Statement 2: If you have a healthy body, then you have more energy

If you exercise regularly, then you have more energy

If you do not have a healthy body, then you do not exercise regularly

A sentence that is either true or false

A sentence that is definitely true

A declarative sentence that can be both true and false

Contrapositive of: If an integer ends with 0, then it's divisible by 2.

If an integer isn't divisible by 2, then it's doesn't end in 0.

If an integer ends with 2 then it's divisible by 0.

If an integer doesn't end in 0, then it's not divisible by 2.

If an integer is divisible by 2, then it ends with 0.

Which is the converse of: " If a figure is a circle with radius r, then its circumference in 2(pi)r ."

If a figure has a circumference of 2(pi)r, then its a circle with radius r.

If a figure doesn't have a circumference, then it's a circle with a radius of r.

If a figure isn't a circle with radius r, then its circumference isn't 2(pi)r

If a figure isn't a circle, then it doesn't have a circumference.

Which of the following is a good definition?

A yard is a unit of measure exactly 3 ft long.

A pound weighs more than an ounce.

Which conclusion can you make? If a whole number ends in 0, then it is divisible by 10. If a whole number is divisible by 10, then it is divisible by 5.

If a whole number ends in 0, then it's divisible by 5.

If a whole number ends in 10 then it's divisible by 0.

If a whole number ends in 5, then it's divisible by 10.

Which statement is a valid conclusion based on the argument? If a polygon is a regular pentagon, then the polygon has exactly five congruent angles. The polygon is a regular pentagon.

The polygon has exactly five congruent angles.

The polygon is a regular quadrilateral.

The polygon has congruent sides.

Which of the following completes the statement to form a valid conclusion? If it is snowing heavily, then school will be canceled. If school is canceled, the big test will not be given today. It is snowing heavily, therefore...

the big test will not be given today.

look out for the snowplows while driving to school.

the roads will be hard to drive on.

you should call the school to see if school is canceled.

Which statement is a valid conclusion? If a student has a temperature of 100 or more, then he/she should stay home from school. Jake has a temperature of 101 and Suzi has a temperature of 99.

Jake should stay home, but Suzi should go to school.

Both Jake and Suzi should stay home.

Both should go see the school nurse.

Suzi should stay home, but Jake should go to school.

Make a valid conclusion: If a blub is screaming, then a frot is swimming. If a frot is swimming, then a greep is flinging.

If a blub is screaming, then a greep is flinging.

A frot is swimming when a blub is screaming.

If a greep is flinging, then a blub is screaming.

Given “If Jason plays basketball, then Steve sits on the bench. If Steve sits on the bench, then Ronald starts at center.” Which of the following is a valid argument?

If Jason plays basketball then Ronald starts at center.

If Steve sits on the bench then Jason plays basketball.

If Ronald starts at center then Jason plays basketball.

If Steve sits the bench then Ronald does not start at center.

Which statement is the contrapositive of the given statement? If a person is a banjo player, then the person is a musician.

If a person is not a musician, then the person is not a banjo player.

If a person is not a banjo player, then the person is a musician.

If a person is not a banjo player, then the person is not a musician.

If a person is a musician, then the person is a banjo player.

argument with a conclusion based on 2 premisses

argument with a conclusion based on 3 premisses

Given below are some characteristics of reasoning. Select the code that states a characteristic which is not of deductive reasoning: (NET: January 2017)

◎ The conclusion must be based on observation and experiment

◎ The conclusion should be supported by the premise/premises

◎ The conclusion must follow from the premise/premises necessarily

◎ The argument may be valid or invalid

Logical Reasoning (LR101)

Philosophy

University - Professional Development

CCSS covered

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MULTIPLE CHOICE QUESTION

30 sec • 1 pt

Is the following argument best classified as deductive or inductive?
All dogs bark. Fido is a dog, so he barks.

deductive

inductive

Inductive reasoning is moving from:

general to particular

top to bottom

bottom up

particular to general

Inductive reasoning is based on:

sylogisms

generalisations

conclusions

reasoning

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

What letter would designate the following categorical statement?
"Some students are not cheaters."

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

What letter would designate the following categorical proposition?
"No student is a worthless person."

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

If the proposition "All dogs go to heaven" is true, can the proposition "Some dogs do not go to heaven" also be true?

Yes

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

How many categories of things are in described in the following categorical syllogism:
1) All fish live under water
2) All tuna are fish
3) All tuna live under water

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Logical Reasoning (LR101)

Is the following argument best classified as deductive or inductive?
All dogs bark. Fido is a dog, so he barks.

Inductive reasoning is moving from:

Inductive reasoning is based on:

What letter would designate the following categorical statement?
"Some students are not cheaters."

What letter would designate the following categorical proposition?
"No student is a worthless person."

If the proposition "All dogs go to heaven" is true, can the proposition "Some dogs do not go to heaven" also be true?

How many categories of things are in described in the following categorical syllogism:
1) All fish live under water
2) All tuna are fish
3) All tuna live under water

If "Some students are not cheaters" is true, which additional proposition(s) might be true?

If "No student is a worthless person" is false, what is the status of "All students are worthless people"?

What kind of categorical proposition is "Some triangles are right triangles"?

Access all questions and much more by creating a free account

Similar Resources on Wayground

Popular Resources on Wayground

Discover more resources for Philosophy

Logical Reasoning (LR101)

Is the following argument best classified as deductive or inductive?All dogs bark. Fido is a dog, so he barks.

Inductive reasoning is moving from:

Inductive reasoning is based on:

What letter would designate the following categorical statement?"Some students are not cheaters."

What letter would designate the following categorical proposition?"No student is a worthless person."

If the proposition "All dogs go to heaven" is true, can the proposition "Some dogs do not go to heaven" also be true?

How many categories of things are in described in the following categorical syllogism:1) All fish live under water2) All tuna are fish3) All tuna live under water

If "Some students are not cheaters" is true, which additional proposition(s) might be true?

If "No student is a worthless person" is false, what is the status of "All students are worthless people"?

What kind of categorical proposition is "Some triangles are right triangles"?

Access all questions and much more by creating a free account

Similar Resources on Wayground

Popular Resources on Wayground

Discover more resources for Philosophy

Is the following argument best classified as deductive or inductive?
All dogs bark. Fido is a dog, so he barks.

What letter would designate the following categorical statement?
"Some students are not cheaters."

What letter would designate the following categorical proposition?
"No student is a worthless person."

How many categories of things are in described in the following categorical syllogism:
1) All fish live under water
2) All tuna are fish
3) All tuna live under water