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the combination of all elements of either set into the new combined set.
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Give an example of sets A and B such that there union is equal to B and there intersection is equal to A?
A = { 0 } B = { 0, 1 } Or, in fact, any set would would, as long as A = B. Or A = an empty set.
Are the diagonals of a rectangle equal in measure?
Yes, because the side a and side c are always equal in length and side b and side d are always equal in length.
What is the difference between equals equals and equals in C programming?
a = b changes the value of a and makes it the same as the value of b. a == b does not change the values of a or b. It is an expression that is equal to 1 if a and b are the same or to 0 if a and b are different. For example: if ( a == b) { c = d;} means if a and b are the same, then set c equal to d. C does let you write the following: if ( a = b) { c = d;} This sets a equal to the value of b, and then if the new value of a is non-zero, it sets c equal to d. You can do this, but if you see a single equal sign in an "if" condition, that usually (but not always) is a mistake.
How do you solve A intersecting B union C?
The answer depends on whether you mean A intersecting (B union C) or (A intersecting B) union C.
Give an example to show that if A union B and A intersection B be given then A and B may not be uniquely determined?
The set A union B can be decomposed into three disjoint sub sets A\ (A int B), B\(A int B), and (A int B). So in this case (A union B) and (A int B) are fixed but "moving" elelments from A\ (A int B) into B\(A int B) will not affect (A union B) and (A int B). You should be able to fill in the details now.
Is it true that if a union c equals b union c then a equals b?
No- this is not true in general. Counterexample: Let a = {1,2}, b = {1} and c ={2}. a union c = [1,2} and b union c = {1,2} but a does not equal b. The statement be made true by putting additional restrictions on the sets.
Give an example of sets A and B such that there union is equal to B and there intersection is equal to A?
A = { 0 } B = { 0, 1 } Or, in fact, any set would would, as long as A = B. Or A = an empty set.
Are the diagonals of a rectangle equal in measure?
Yes, because the side a and side c are always equal in length and side b and side d are always equal in length.
Are corresponding angles always equal?
corresponding angles are only equal if the angles are b/w the parallel lines.
If a is equal to b. is not a equal to not b?
No because if a=4 and b=4 then a=b and not a can equal 6 and not b can equal 5 so ~a is not = to ~b
Was George B McClellan a Union or Confederate?
George B. McClellan was a Union
If a is equal to b then not a is equal to not?
A = B !A = !B So Not A = Not B
How do you solve A intersecting B union C?
The answer depends on whether you mean A intersecting (B union C) or (A intersecting B) union C.
What is the difference between equals equals and equals in C programming?
a = b changes the value of a and makes it the same as the value of b. a == b does not change the values of a or b. It is an expression that is equal to 1 if a and b are the same or to 0 if a and b are different. For example: if ( a == b) { c = d;} means if a and b are the same, then set c equal to d. C does let you write the following: if ( a = b) { c = d;} This sets a equal to the value of b, and then if the new value of a is non-zero, it sets c equal to d. You can do this, but if you see a single equal sign in an "if" condition, that usually (but not always) is a mistake.
Prove A union B minus A intersection B equals A minus B union B minus A?
complement of c
If a is equal to b then is not a equal to not b?
the Answer is Sometimes
what is union of two sets?
the union of two sets A and b is the set of elements which are in s in B,or in both A and B
