Determine the truth value for the following where the domain is real numbers. Justify your answer
for all x for all y such than if x
@hartnn Can u help me with this question
@UnkleRhaukus Can u help me with this question
to disprove, all you need to find is a single counter example
A sentence of the form "If A then B" is true unless A is true and B is false.
Where I am confused is if i chose x =1 and y=1 then x<y is false and x^2 <y^2 is also false and a false and a false yields TRUE So how or what do u actually think for solving this kind of problem ?
you need to show when a at least one case of x < y is true x^2 < y^2 is false
But what if for some other case x<y is false and x^2<y^2 is also false ?
How would I know in the exam how to solve it ?
the case when x<y is false does not effect the truth value of for all x for all y such than if x<y then x^2 < y^2
I am really sorry for keeping but i dont get this stuff what if the question is "there is x for all y such that id x<y then x^2 <y^2 ?
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