Select the correct answer (s): The negation of the following statement is: "All perfect square are divisible by some prime numbers" 0 3xVy F(x)A[ ¬P(y) v ¬G(x,y)] ONone of all the proposed answers 03xVy F(x)^[ P(y) →¬G(x,y)] O Some perfect square are not divisible by all prime numbers All perfect square are not divisible by some prime numbers

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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QUESTION 6
E(x): "x is even number"
P(x) :"x is prime number"
F(X):" x is perfect square"
G(x.y):"x is divisible by y".
The domain of x and y is the set of ntegers
Select the correct answer (s) :
The negation of the following statement is:
"All perfect square are divisible by some prime numbers"
O 3xVy F(x)A[¬P) v ¬G(x,y)]
O None of all the proposed answers
03XVy F(x) ^[ P(y) → ¬G(x,y)]
Some perfect square are not divisible by all prime numbers
O All perfect square are not divisible by some prime numbers
Click Save and Submit to save and submit. Click Save All Answers to save all answers.
Transcribed Image Text:QUESTION 6 E(x): "x is even number" P(x) :"x is prime number" F(X):" x is perfect square" G(x.y):"x is divisible by y". The domain of x and y is the set of ntegers Select the correct answer (s) : The negation of the following statement is: "All perfect square are divisible by some prime numbers" O 3xVy F(x)A[¬P) v ¬G(x,y)] O None of all the proposed answers 03XVy F(x) ^[ P(y) → ¬G(x,y)] Some perfect square are not divisible by all prime numbers O All perfect square are not divisible by some prime numbers Click Save and Submit to save and submit. Click Save All Answers to save all answers.
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