If `|x|le2 and |y|le1`, then what is the least possible value of x-y?

If |x-16|le4 and |y-6|le2 , what is the greatest possible value of x-y?

If (x+2)^(2)le2-y . What is the maximum possible value of y?

If 1 le x le 3 and 2 le y le 4 , what is the maximum value of ((x)/(y)) ?

If log_(10)x +log_(10)y le 2 then smallest possible value of x + y is P . Then (P)/(10) is

If log_(10)x +log_(10)y le 2 then smallest possible value of x + y is P . Then (P)/(10) is

If 0 le x le 3 pi , 0 le y le 3 pi and cos x * sin y=1 , then find the possible number of values of the orederd pair (x,y) .

If 0 le x le 3 pi , 0 le y le 3 pi and cos x * sin y=1 , then find the possible number of values of the orederd pair (x,y) .

If 0 le x le 3 pi , 0 le y le 3 pi and cos x * sin y=1 , then find the possible number of values of the orederd pair (x,y) .

If 0 le x le 3 pi , 0 le y le 3 pi and cos x * sin y=1 , then find the possible number of values of the orederd pair (x,y) .

If 0 le x le 3pi , 0 le y le 3pi and cos x cdot sin y = 1 , then the possible number of ordered pairs (x , y) is