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Let (, , ) be a predicate that represents the statement makes a fool of on day . Thus, for example, : : (, ,
Let (, , ) be a predicate that represents the statement makes a fool of on day . Thus, for example, : : (, , ) means that there is someone who fools Lem every day
Problem 4. (5 points) Using the definition above, determine if there a difference between the following statements. If so, explain the difference in one or two sentences. a. VxVy: Fool(Sam, x, y) vs. VyVx: Fool(Sam, x, y) b. 3x3y: Fool(Sam, x, y) vs. Syx: Fool(Sam, x,y) C. 3xVy: Fool(Sam, x, y) Vx3y: Fool(Sam, x, y) d. 3xVy: Fool(Sam, x, y) Vy3x: Fool(Sam, x, y) e. 3xVy: Fool(Sam, x, y) 3yVx: Fool(Sam, x, y) vs. Vs. vs. Problem 4. (5 points) Using the definition above, determine if there a difference between the following statements. If so, explain the difference in one or two sentences. a. VxVy: Fool(Sam, x, y) vs. VyVx: Fool(Sam, x, y) b. 3x3y: Fool(Sam, x, y) vs. Syx: Fool(Sam, x,y) C. 3xVy: Fool(Sam, x, y) Vx3y: Fool(Sam, x, y) d. 3xVy: Fool(Sam, x, y) Vy3x: Fool(Sam, x, y) e. 3xVy: Fool(Sam, x, y) 3yVx: Fool(Sam, x, y) vs. Vs. vsStep by Step Solution
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