2. The truth table for conditional (“if...then...") can be quite confusing. Here it is. р T T T F F F T T F F T Consider the example “For every integer n, if n>2 then n?> 4." In this case p represents "n> 2" and q represents "n²> 4." Thus if n= 3 then p is true and q is true. (a) Find another value of n that makes p true and q true. (b) Find a value for n that makes p false and q false. (c) Find a value for n that makes p false and q true. (d) Find a value for n that make p true and q false. Explain any problems you have. Why are you having these problems?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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2. The truth table for conditional (“if...then...") can be quite confusing. Here it is.
T
T
F
F
F
T
F
F
T
Consider the example “For every integer n, if n>2 then n²> 4." In this case p represents
"n> 2" and q represents "n²> 4." Thus if n =3 then p is true and q is true.
(a) Find another value of n that makes p true and q true.
(b) Find a value for n that makes p false and q false.
(c) Find a value for n that makes p false and q true.
(d) Find a value for n that make p true and q false. Explain any problems you have. Why
are you having these problems?
Transcribed Image Text:2. The truth table for conditional (“if...then...") can be quite confusing. Here it is. T T F F F T F F T Consider the example “For every integer n, if n>2 then n²> 4." In this case p represents "n> 2" and q represents "n²> 4." Thus if n =3 then p is true and q is true. (a) Find another value of n that makes p true and q true. (b) Find a value for n that makes p false and q false. (c) Find a value for n that makes p false and q true. (d) Find a value for n that make p true and q false. Explain any problems you have. Why are you having these problems?
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