Question
If a point lies in the shaded region , shown in the figure, then Statement 2 : If lies outside the hyperbola , then
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Question 1
Each of the four inequalities given below defines a region in the xy plane. One of these four regions does nothave the following property. For any two points in the region the piont is also in the region. The inequality defining this region isQuestion 2
The number of points on the hyperbola
from which mutually perpendicular tangents can be drawn to the circle
is/are
0 (b) 2 (c) 3 (d) 4Question Text | If a point
lies in the shaded region
, shown in the figure, then
Statement 2 : If
lies outside the hyperbola
, then |