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MTH001 Assignment No 01 Solution & Discussion Due Date: 07-11-2017

MTH001 - Elementary Mathematics Assignment No. 1 Solution Fall 2017 Due Date: Nov 07, 2017

Assignment # 1 MTH001 (Fall 2017)

Total Marks: 10 
Due Date: 07 -11-2017

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Note: Attempt all questions one of the questions (not the best one) will be graded.

Question No. 1: Using the truth table, determine the validity of following argument:

If you invest in business, then you get profit.
You didn't invest in business.
Therefore, you didn't get profit.

Question No. 2: Using the truth table, determine whether the following argument is valid or invalid:

Question No. 3: Using truth table, determine whether the statement 
is a Tautology or not?

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Respected Tariq, 
Can you post any solution of MTH100 assignment 1, 

No automatic alt text available.

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mth001 assignment solution is DONE..

can you send me math001 assignment solution plz

yeah sure....... it,s my assignment solution..u can check this..

Attachments:

 Assignment solution mth001

Assignment # 1                              MTH001 (Fall 2017)

 

 

 

Question No. 1:   Using the truth table, determine the validity of following argument:

                        If you invest in business, then you get profit.
                        You didn't invest in business.
                        Therefore, you didn't get profit.

Solution: 

                              P1  if you invest in business, then you get profit

                                   P2  you didn’t invest in business.

                               ⸫c   you didn`t get profit.

                                               P1                 p2                 ⸫c

p

q

p→q

~p

~q

T

T

T

F

F

T

F

F

F

T

F

T

T

T

F

F

F

T

T

T

 

This argument is invalid

 

 

Question No. 2:   Using the truth table, determine whether the following argument is valid or invalid:

                                   

Solution

                     P1 :  If x ≤ 0 then x > −1

                     P2 : x ≤ 0

                   ⸫c   : x >−1  

                                                       P1                     P2                     ⸫

p

q

p→q

p

q

T

T

T

T

T

T

F

F

T

F

F

T

T

F

T

F

F

T

F

F

       

This argument is valid J

 

 

 

 

 

 

Question No. 3:   Using truth table, determine whether the statement

        is a Tautology or not?

 

p

q

~p

(p→q)

~pv(p→q)

~pv(p→q)→~p

T

T

F

T

T

F

T

F

F

F

F

T

F

T

T

T

T

T

F

F

T

T

T

T

 

This statement is not tautology 

abahat kanwal  gud keep it up & thank for sharing 

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