integers and
Let Z be the set of all integers
A = {(x,y); x4-y4-175, X,y, belongs Z)
B = {(x, y); x> y, y belongs Z)
Then, the number of elements in A intersection B
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integers and
Let Z be the set of all integers
A = {(x,y); x4-y4-175, X,y, belongs Z)
B = {(x, y); x> integers and
Let Z be the set of all integers
A = {(x,y); x4-y4-175, X,y, belongs Z)
B = {(x, y); x> y, y belongs Z)
Then, the number of elements in A intersection By, y belongs Z)
Then, the number of elements in A intersection B
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