Solution to Let P(x) be the statement x 2 > x4. If the domain consists of the … - Sikademy
Author Image

Archangel Macsika

Let P(x) be the statement x 2 > x4. If the domain consists of the integers, what are the truth values? 1. P(0) 2. P(-1) 3. P(1) 4. P(2) 5. ∃xP(x) 6. ∀xP(x) B. Write the following predicates symbolically and determine its truth value. Note: Use at least three (3) values for the variables. (5 pts each) 1. for every real number x, if x>1 then x – 1 > 1 2. for some real number x, x2 ≤ 0

The Answer to the Question
is below this banner.

Can't find a solution anywhere?

NEED A FAST ANSWER TO ANY QUESTION OR ASSIGNMENT?

Get the Answers Now!

You will get a detailed answer to your question or assignment in the shortest time possible.

Here's the Solution to this Question

A. The truth vakues are-


1. P(0)-T

2. P(-1) -T

3. P(1) -F

4. P(2) -F

5. ∃xP(x)-F

6. ∀xP(x)-T


B. 1.for x>1 then x-1>1

The truth value for above statement is false.

2.for real number x , x^2\ge 0

The truth value is true since for every real number x^2\ge0

Related Answers

Was this answer helpful?

Join our Community to stay in the know

Get updates for similar and other helpful Answers

Question ID: mtid-5-stid-8-sqid-3178-qpid-1877